{"id":2263,"date":"2023-05-03T01:23:52","date_gmt":"2023-05-03T01:23:52","guid":{"rendered":"https:\/\/vartmaaninstitutesirsa.com\/?page_id=2263"},"modified":"2024-03-14T15:15:36","modified_gmt":"2024-03-14T15:15:36","slug":"chapter-13-nuclei","status":"publish","type":"page","link":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/chapter-13-nuclei\/","title":{"rendered":"Chapter 13 Nuclei"},"content":{"rendered":"<h1 style=\"text-align: center;\">Chapter 13 Nuclei<\/h1>\n<div>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Chapter\u201313: Nuclei Composition and size of nucleus, nuclear force, Mass-energy relation, mass defect; binding energy per nucleon and its variation with mass number; nuclear fission, nuclear fusion.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">14 Composition of a Nucleus:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">After the Rutherford \u03b1-ray scatterings experiment two theories of<\/span><span style=\"font-family: 'Times New Roman';\">composition of nucleus were proposed which are as follow.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Proton electron hypothesis:-<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to this hypothesis a nucleus is consist of all protons and some of electrons. Some electrons lie inside the nucleus and some revolve around the nucleus.<\/span><span style=\"font-family: 'Times New Roman';\">This theory failed due to:<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-left: 36pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0ad<\/span><em><span style=\"font-family: 'Times New Roman';\">By this theory we cannot predict the position of electron in an atom.<\/span><\/em><\/p>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0ad<\/span><em><span style=\"font-family: 'Times New Roman';\">The stability of atom con not is explained by this theory<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Proton\u2013Neutron Hypothesis:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">After the discovering of neutron by Chadwick, Heisenberg proposed proton-neutron hypothesis in 1932. According to this theory a nucleus is consist of Z number of protons and (A-Z) number of neutrons. Electrons equal to protons revolve around the nucleus in circular orbits.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Symbol of an atom<\/span><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"35\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Here an atom may be represented by X, the atomic number is represented by Z and atomic mass is represented by A.\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As<\/span><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcgAAAAYCAYAAAB+6G1xAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABkzSURBVHhe7dwJ1O1T+QfwKzIVRSJJGaKMKYoGqUyJSMmUKUWGFCpDUhlKpJCxWmXWQJOxKGOhMjRSSgNFA6FS5v1fn33P83re7XfOfe\/9u3KX33ets9yzz2949rO\/z7j3a1Lp0aNHjx49ejwCfYDs0aNHjx49OtAHyB49evTo0aMDfYDs0aNHjx49OtAHyB49evTo0aMDYwHyvvvuK7\/61a\/q54Ybbij33HPP4Jfx+Nvf\/jZ23V133TUYnTFx7733lq9\/\/evlgx\/8YHnve99bvvzlL5eHHnpo8Ot4ZP38\/ve\/Lw8++ODgl1Luv\/\/+qrP4\/b\/\/\/e\/gl0cXP\/nJT8oee+xRdt999\/KLX\/xiMNpjRsdf\/\/rXcuyxx5Zdd921vP\/9768c6tHj0cBtt91WvvCFL1Reve997yvXXnvt4JceE8FYgPz3v\/9ddtttt\/K0pz2tPP3pTy+XX3754JeHIUi87GUvq9esv\/765ZZbbhn8MuPh7rvvLptuuml5\/etfX77yla+U1VZbrey5556DXx+JrJ+lllqq\/OEPfxj8MjnQfvzjHy\/zzDNPJeGw5OL\/C+\/ZZZddylxzzVV+85vfDEZ7zMi46qqryiKLLFI+8IEPlJNPPrmu7ePRid16663ld7\/73eBbjxkBfMRLX\/rS6jOOP\/74ssACC5Tvfe97g18fP1Bs\/PKXvyz\/+te\/BiOPH4xrsZ511lnVQJ\/85CeXr371q4PRh\/GZz3ymzDnnnGX22Wcvl1xyyWB0xoMq8ZBDDikLL7xw+eMf\/1jHBPs\/\/\/nP9d\/DEPqZddZZy2mnnTYYnYwrr7yyBs\/pvchbb711WXzxxYdWuj1mHOg0vOpVrypbbrll7ULAT3\/60+mWYE0ryCaZ1GX5X4NulltuuVoV9RgOenrDG95Q1l133ZpYgyCkMHi84frrry\/zzjtv+fWvfz0YefxgXID85Cc\/Wd785jeXRRddtBx++OGD0cnQVnze855X3vSmN5VnPvOZ5T\/\/+c\/gl\/F44IEHquGHwcd\/W6hGPcO1uV0ZEAAssmss8EQDQjx32Hvhn\/\/8Z3nRi15Uttpqq3rtRB0S\/Wy22WZl2WWXLRtssMG4d3z2s58ta6+99uDbZJDZ\/OgkI8aHyWg85Gp1s9hii5Vtt9128G08Qmee3erLePu+kIPOWpA51qeVf3ohuJNlt\/Zh4AHydsmc4Z54lk\/XHIyP4pjvxmMt2t+HIZ7btQ4Z3\/72t8scc8xRzj333PqOKemZLHnenu2+liO+e3ceD7vokif03uo5cPPNN1cHdswxx9RndM1r1JyHyeP6qYV7nv\/851d7mxpMVAZjw\/QQcE1+Vpcd00Fwx3+79B6\/k6Hr9y5kPee5tLAdI5H\/3Oc+V98xzNcE2nl7j3eM4mRc45PlH3ZvjLeyfOQjHynzzTdf+cc\/\/lFlJQvEmuVnh87yWGAUj7tkIkf7\/BZjAdLF2qaf+MQnygorrFDe8573DH6Z\/OK3vvWt5YgjjihLLrlkWWeddQa\/PAz3n3\/++TUb9pzNN9+8XHDBBWW77bYbl7VY3C9+8Yv1eW984xvLmmuuWYPOz3\/+88EVk6s5PXPBWBbkfXvttVcNbMOgctOi8tz11luvbLLJJuXiiy9+BImuvvrq2iqdaaaZyvLLL18D3QEHHDD4dThCP8cdd1zZcccdy7Of\/exy4403Dn4tNWjtvffeg2+l7s9KMsivxaFFG7DH9LrXva6cd955g5HJMD+tELK777WvfW351Kc+NTYHbS5yt8mLBb7uuuvq\/qQEZ6211iof\/vCHx8hEZrp++9vfXu68887BXaW2ienW3mvAu1TKZIj1oVNrOz0hAbO3+prXvKaceuqpdU7eaS5kVFnh4Te+8Y363efHP\/7x4O6HQYeHHXZY5Y6P\/WXdEC3wjD\/96U+1rbnhhhvWLFurfZ999hnrANx+++31HvqkhzXWWKNsv\/32dXwYyEyn++67b73PGpqTd2V4Bx2rHmeZZZY6Rzzs2tYA63j66aeXt7zlLWWjjTYqf\/\/73+s62hJ4xSteUedhncG78JC81t29Z599dtl4443Ly1\/+8rGOCeD097\/\/\/WqjdEUP9kLjWXDhhRdW2ci56qqr1n\/vtNNOY+cPzJkdsE+6NGdy4SroypAH3wVY\/LrsssuqTo1JEqYG0xIg+RNrsvrqq1cZyMw3mIsxeg++8R0S3UsvvXRw98OwbnTqPvqyZ+weDj7DOY3gQDxv5513HvMB\/suurSc9WP93vvOd47ZtukCXfFVwlh9q2970e+aZZ9Zn6gTaOiLvMD2zKb+xd9fhxx133FH233\/\/ut7ekX0G0BV7NH+y4NqnP\/3pujZ4odPIPvEqByTnNF75yleWc845p37\/y1\/+Uj7\/+c\/Xgkv7ly7I8KUvfancdNNNlTfWh0\/E4zPOOKPqDI+zTeGx9dRdcz+d6zCQB8hPPjrBU3CG421ve1vVj2vNqQtjAZLhv\/jFLy7f\/e53600WIG765je\/Wccs4KRJk+riZ1ACpSy44ILVeQsADNoCLbPMMoOrJgOxn\/vc55avfe1rtaQ+8cQT657nD3\/4w\/q7yXJWJiOYCZw77LBD7aUPOxREARyAd1G+kl1QesYznlHbChlIphKce+65KzF++9vf1kMSU0Loh+G4z9wsLiCltmeQ0HeO5qSTTiof\/ehHKwHIFLDgT3rSk8aNmYM2lnd4DgKqVDntgANFskK\/BbxL0PD+\/fbbry78oYceWh2a\/S36pXPJjTmHnuFb3\/pWvY7DClx00UV1PczN+jA2VesJJ5wwuGI8OEKknehHlthCUPvQhz5U380oXSdoc7aC0myzzVYNmOHg5TbbbFMrLwTPxObA\/L7yyitXx0W\/7sdZOgngK8Nj2Ndcc03l2Lve9a66t8yo6JRD02VgePjMYdB9TnRaXHHFFWWJJZYo73jHO+o+ogBuDfHZMwOMXVBh6OYrucHDHJgyJJo4i0\/m7bvuh\/eYhzW0zu7nrL\/zne\/UZM6zccLa0afA4t1ABzjxnOc8p\/7XHD3DNoEgECCXZHehhRaq3PJdRRnzYQ\/2UDlSvBRsXvjCF9bgIDGmt5BHQJQYsG3O9alPfWp59atfXZ8zUUxtgORPJCn8Gsf5kpe8pCYM1p4Df8pTnlKdOX9kTBvZNlLbDcItiaL72RvbkMTjlgQlQL94iYP4YG0l5HxjVCuSVz6QTJ6DmwKEa4eB7l\/wghdUP2c7B7ckR5LoSOrA8wUiwcb1nm\/N8jUZniOhsUbmgmOCtTnglrHwa+D5zmxYY0GHzGwXL9mRMQmuQOReQTBg3BbVj370o\/qdzzMX1SMdktPHPfhBPzizyiqrVF7zm7hs3hEL8BDH8Pjoo4+uPMZfHY\/wWRJd8UhMsLZiguT03e9+d72P3Us6uzAWIC0ARyhYMAhCMDinoBzMkWly0DPPPHN1rBmMRDAiYBgOYhKGo8ng6FZcccVxVaXKL6pD4wz+Yx\/7WP0OFObd2RkGjKkSOHUBNUDxDDCCWMD1ZGLwU9OPz\/qhzKWXXroaOtLLusw\/smYIRyRTdF\/OeGTgKtB4P50hgMXKQZOevTegqkemeDYgpda3gBy6l2lx5u6Nazk\/RpgP9zBUwTsftiKHw0ayyICkQ4XXBRzhsCf6iayuRchJp5Ixc2UE2i0CCR1aZzwxLngJpDFnYOjzzz\/\/OFk5M8mMQBcwN3PMVaXALQCDdcFRGWk8X0AZ5ZRxgp2ouLMzUtULOu3+NrsSTCeyr+fdPubApgQja4LLOMcRhZ2FHtkwmyCzObg\/81NS5PeDDjpozK5cw6kKJNHmYseqegGvBVuwDpKSHNw5HlzzviyP4CJYhBwCE+c3NZjaAAlkoAO+R3eMrnDevK0XbtEpXpivxAIHA66jp2c961k16QxIBlp\/aF3tkTqsF3rFWUGFfj0fx3MBwocI0MOCmKRMIoGTOcFUjHi\/oJCBv3SNv1MCvVhrQdXZEoFRh4+sElZ8kyQHzJ8PijMq5sDH4hLf5VnG2Jbnhb0bk9DhPB0FvENwbSv2WDOBXrBT5YWsKvTQnSBKxtxVE3h1B1X55uFZrufv+FjJsMBujJ\/RFc2BPGMsQJ5yyinVEAih6hEAGL1q0UO8yKKbdK64jFMq4uXFU226NpxOgKOWRcgQsmMOIJBs00TINMyhBjhLTl5mFUoDC8kxybwzwuFyAlODrB\/v4dhUZEghK15ppZXGnEGAbrTEZEHmFWN0xUBijD6RTgAYBVkp3QTIEpWP5IADlY2qJlXd4eTI6zrOLGR0r4yZ4eVEQdYrq1bNMprHEtaSszKfICx5kR0fg3cMxDU5iVLhC3qtDmW0bYJi7qo6OnfYql03+sJPPKXPSN5GQYXGWWVnAtpEntPqUgJHz12H4YZBUBAMZcjBdWtnTNIV4FA5SGsbmXYGDtoKcUgtB03PVBmoSjhtMHcVvK2XFjJ6c+akMiKRiy2ISDi8T0UT0BXiNIfBu\/GdbcXHc8gjKczjPrkT0kLwYfeq3VgL8zWmmov2ZvBNIA\/gHb0IonQXEEj4uKxDNk23Eua2XQ3eqeJxHz+bE9FhEER0nOwnZhx55JF17XVBMiTskkJdvYlCkLd9o9oOvyS5pOtc2fJn\/JAx7XctX\/aligx\/A5IRfi+Ak6o23AruAvtkHzmmBMQTvlISM6xzo6Wq2Mk26t9xX7ZtHQDBWLEH5CCnhKj1AYEaIDkMZXU4F2W2lgDjlRVH9iurkh3lCQpysgKKzVDeWtS85wECnoVWQXFyqooWnmlPTwWoSugKpAGnab1H4M2w4MZVUxmyF+Q58MADByNTRqsf4BQoW+ai6tL2c12GBKN15Co4xpPb1IhorrFwXRAAOFTGFYhKFkFlS\/ZyrYNsLCcWHBQHko1em4yTYfR5Pc2B7qypJMU65t+nJ7QlBTlBKd7JcKyXSjwQwSUfWcdV652dBdJLhPA2Gy9wavZkOQC6aw2U44rgZt8kO\/YuyNY52rZSVDmZUxtkBbnW+UwJWoLWO2fgbIOTzAFMAFDt6Oh0QdC0tpxDXluJhzlIjiIQaMFx5m2GDxwO7uFhAH\/YLPuOigjn+ZNcVXmXNYw2WBc8SzfA\/fHRHsNbjjmP+4xqf9vTYmP5T7kkYYK2sZBLImVd8il1ti4RcJgqY4sttqiBs7UP+pCgSqAFhNYHsketb35A0pqr0i6wW9dqP2YYp0O2nKHbZnxUwtBCi7PdCuKjJAsqMhDs6YZPYzO47RrbNjnASK6sd\/ZVkiX6N++MaOV2FUJsTnUoEemCe8jTVsqSHRzhkwO4hJO2bWK92LhEMm9jtagB0oJpdVAscDycjdOsgiW4htIZaYZ9B0JmB0aRAqt2V0seMEZh+vxaMcjbgkOzV8DQs8G2EKDI1f7tmCyWY4osNmBu2o+5rz4ltPoBxm\/Pk8JlubLpFojPuWRHbjFkarKvAMdBD11ZVICRaj3LJgPIbJ04W6SMzK8FwpizPnzAQRb3av10gfOQ3TPyLucY4MAY1kQ\/w1oZgGt0k\/dYtRIZSW6f2zNTCWTHoH0iUORkSsLh3tiYb0FfnJ5qRweiBc4xfk5Q5TIsy\/QclUhbjeMw\/nZ1KyQznOOoQz8Z1ldWzBlkm1K5mmN2snRGj8MSLnqjq\/bgEpvA1+yQ2DU7CicZMLfI0qPaBIkAu8\/6DHlypYl3+Ndl+6PAKU7LKVaJOBvIB+PYoPnmP1mz3YPzUVEC+6KvrGNtTX5n2IlynPB8iQgf0QYADhvPnTnAg5xkZOCg9rZAnn0gnrlPAG6rVC1uvJsot\/CaL8bh4Jb1lVSrhskK5JUoSEZH+Rt7jDgpkQX3q5b5Lz49QG4t\/Zy4Z0jUBdV4Tgu+x7r4k70MHT3cyt1LyYU4ddRRRw1GJifkOOH6YagBUtbEScSJKPtajMIJpVC+1ptMviUm0iB\/HIKgWBWVLENgA0q3CK7J7QgEUoWFAgSItrKz2Eg0rD\/P0VMimQMyNpktZ9IuolaA1mubdY1Cq5+A7Mm76aWrEogTWrJeOtB+03ZwvUARZFT1uS5kMq4S4lgCMmZ6th5xnwBpLLdSGBEC54CiQlUJcfbuFWQZBMLQWzxPy0YmHjDfvNndBfda84l+4l1dUM1qD+cKifHQfQQe87MvwTHk56kCGEu0UhmPCse8I7FxrXEBNpyNMe9VOYG2jv2m7PRd79k5+GVEgNSCz\/dxtpxCTqwgWkACZ3Z6o2CtBR4tqQCbErhVyFmveNkmEBmCEt5kx0IO7TOOOCcZbIj+Pd81Ahsd0705aFXnxIF\/wKvMXfJog+WgY4sC5yHLPiVMa4DUDVBB5GrO\/O2d5apfwOO7IOSShFv\/OFwimGlpW1vBE1zLf\/F9eT7sVqERre62Y6PDpTpsDxMG6FyAxM98H6cuCLWdM1zEB7yYKARSesjVNT9AX3l+AiTe5AQKD\/A8+99o\/dKr+3BB8iho54JFpwOnI3bQUT4zgiP8wbDCgX\/ynmwT+EFfeUsGoqOZ5dTJVOmSI3RL33QY32uAZMAMI7IcTgKhcrlt4QnTHq1nhMpZ1ZR9Om0Hk+TAtBkoSYsRqVzjmDUHISNVglNaGI7szneltXYJMutby0aHZSsCgSAr0\/Vc8rheZtLu+4CMV5t4atDqJ\/CDH\/ygBkjOqGuvh2EJhioYTpezOfjgg+uikJORy2xUMYxNa0owo2utjXzsH3kRlt7sbSCwFoF9HAZosTkvSYm9xdzSsy4yP6e4JBRaa57B8TFMv\/u7Kb14h0q8w\/1OnUmU8gGX6QW6Ned8QAQcFrNfGxCkBCPz5MgZlzGOggE4terfEhHZqixfZaSCYKjWkrNhKDjG2esOxN7uz372s7o+uCgpw1vvchp1WAUJTjTiLifqPgmloKBSjAw84PAUpxiOYSLgSNmf+eGaFqV9UkEmt97oju1FAtEF81Z94InnsHdc5SSjYxQwd\/bFUXqfTzzXYRec5DjNWcVKHkEm5hzyWMdc6bBDth3vbivUYZiWAGndBHIVUSQkHKAkUVKTEx\/XOTxELxw9G8Mb9mMtcUuCpupUfTrhzwep5K25ThC\/QB+KAQdyvIfc5sgfqIz8LhHkI\/mjUd0jPsPaaJm6jw8WxCWAvmeQV4LCjicKBYr5mUNA8cIn8UcS66gaJcxsAU8ERq1WPj+3t537wFVbUroUOMTv86ECJH+joOB7+CC2qqXNrukQcAVv6G8YcIstK+ToEpfoyjPbrTWFlmQ524RzGbaSJM06gOxIsSHBiKJtkkGOEenaHntANYNcHADnnQMFQyCUyQuUSlgkZEiiuEX0MuTgmJ0YMml9Z0bDYYUxMTCtWQvAYfk3UuaqpoV77bV4LnJzdtoC7ckuEGQ5TE5mohilH3rwmyP3XQGcDDI5jlK\/XrLgOLWAJhBwDORnwColOuRwOI\/85xiAqH5HSMEwdCZ40ROnLlB7DqJkeC\/yeTYyISkiIgfjtX7Iz+EZQ0y6JDtiD0tOHk1IhnQKctuPTDiVx3DLHLU98SmCNydHpzgqadDZ4KDwVvYqwRDsODYcEYxxzB6EhCq6A5IqBou7ArNrBZJckXeBg8MD3CUH+SSA2VYCjFcwbw+3jILWPA46lKBlZ47kaysPctgzndKBL+uPEz7m655siwGctwZx+i9zS4LC+XHw5iwpVZXlRCLksY2QoVOEj\/gsyEwU0xIgo2KX9Af4IwFa9yaqBdBhCqcbVbAgZD+LvPgiUOGmwypsj17MU5LJpwle9EG31isKDdfgEvmtoeDM1kZtYQD5nYHALWvOLlXlrZ0DHyrYSW4nCgWNtcv77BJ48zMfwSW2RvCBHOzMPPLfDgf4Pdfwe2zUvAVcfo\/8Eg\/riCfOAfBdiieJQ0CCwkbbbYAWnktOa0m39Cm5zWsK\/JwOSYYtJz6TTBJA8tCrucW22CRK5hx8hu0PETauEW0jCwswKs5IFA\/BKMC12Vj8Jvs1rs2Tfwt4Fjm8i2LbiQ4Dwrsny9CCk+OYhm36dmFK+qGbYfsHYL7IlnVGVzK9jJg3vQwLSKqdrkxbtqUKJ+uwucvw2mfTb7tPIdB4lk\/O+Kc38MU7c+VLVnpvq3O8odNWPuO4lcfNj76z47cWwbGuNXWt+\/xO5\/neUXCdd5lHrkpaSB4lO+3hjWGgB0FMIJcBm7vg1LXWfvfcLp60oHPXSqBGJUH4Pex9dOm3YXwZJo\/78DFXHhMBHUssvG+icI+1zDZnvt7fBhlykbeLW8azvObU8sO\/w1+2vAuET3HvKL1neA6umncbkDIcglEptWcvRgHXzS37KKCvLv7jNjtrfVhG+L24F3e6\/J75e3c7J+N01Np+FyQr9IKHw\/TpHdYlg2y4nzkgfnhv2O\/Yn3k8ESA70NqiyB49\/hfgIFQhstnc7hkFTsqeej4I16NHCw5fRSuZaoNaj2nDEyJAyvRknYKjvcAePR5ryKBVLFpGDiYMO5nXBYeqtM3avynu0SMg6bf14gDiY3Fm4ImCJ0SAtLdiY10GPtGsvUePRxPamQ5r2bOzDzqsFd4FJxbtsdivmZrWYo8nDvwZhdOb\/heLU8OtHqPxhAiQeut9YOzxvwYOTnTPKQN\/BVifvnXWowvTyq0eozGpR48ePXr06NFi0qT\/A4wC+kEIKxqgAAAAAElFTkSuQmCC\" alt=\"\" width=\"456\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">i.e.<\/span><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"78\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">15 Some Terms Related to Composition of A Nucleus:<\/span><\/strong><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Nucleus<\/span><\/strong><strong><em><span style=\"font-family: 'Times New Roman';\">:\u00a0<\/span><\/em><\/strong><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The sum of protons and neutrons present in a nucleus collectively known as nucleus.<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Atomic Number:<\/span><\/strong><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The number of protons present in nucleus of a atom is known as atomic number. It is denoted by Z.<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Mass Number:<\/span><\/strong><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The total number of protons and Neutrons present in a nucleus is called mass number. It is denoted by A.<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Nucleus Mass:<\/span><\/strong><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The total mass of and nucleus present in a nucleus is called nuclear mass.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">16 Isotopes, Isobars and Isotones:<\/span><\/strong><\/p>\n<ol>\n<li><strong><span style=\"font-style: normal;\">Isotopes:<\/span><\/strong><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 3.6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The atom having same atomic numbers but different mass numbers are called isotopes<\/span><\/em><span style=\"font-family: 'Times New Roman';\">\u00a0e.g:- Hydrogen have three isotopes\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"35\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0,<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"39\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"35\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0named hydrogen, Deuterium and Tritium respectively, other isotopes are\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"138\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"45\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"41\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"font-family: 'Times New Roman';\">Gold have 32 isotopes ranging from<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJcAAAAYCAYAAAD3eW90AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAYLSURBVGhD7ZlbSBVdFMc1LS0og4xCtMDuPvRQQRcR8YKpn90loh7CxIeKXrTowZceBTWvPQSJmIpGEoQFGmRBRARhFngpUxS8omYplpq5Pv\/rrMk508w48nmOh4\/5wRbXmj179p7577XX3seLbGxcwOzsbIUtLhuXYIvLxmXY4rJxGba4bFyGLS4bl+GR4rp79y7t27dPLPfS2dlJBw4coPLycvE4s3r1avLy8tIthw4dkloObt++zb6UlBQ6fPgwhYaGUmZmplx1L62trXTy5EmKjo7m\/vj6+lJERAS1t7dLDWeSk5Np\/\/79lJSURGFhYfT06VO5YgzGt3btWrE8UFyjo6N\/Ptb4+Lh43UN8fDx5e3vzs43EhWuVlZX0+vXrP+XVq1fsr6+vl1pEGRkZ7BsZGREPUUVFBfuePXsmHmMuXLhAx48fF+u\/s2LFCiopKRGLaGhoiPuyc+dO8cwTFRXFopoTB9v379+nlStX0pcvX9jWIy8vj9vzaHEhYuXk5HBHu7q6xOta8By8lHfv3tHz58\/52Xri6unpoTNnzog1T1tbG4WEhIjl4OvXrzQ8PCyWg9+\/f3Pb6enp4jEGIocYl4ru7m5+vprw8HDuj5qmpib2dXR0iIfox48f7IuJiRGPM5hAEO+JEyc8V1z4GJs3b+ZQjcG8f\/9erriPxsZGfrZR5NIDQigoKBDLmJmZGW773r174tGnpqaG6xUXF9OdO3d06\/\/8+ZMjEa4rEWaxREZG8nPUnD17ln2YHGrg27Rpk1jObNmyhaPaqVOnPFdcGADCtSIuRBEzEEmslunpabnLnMWKC22vW7dOLGMgBrS7Y8cO8eiDaBUXF8d1S0tLuUBsClNTU5zH4ZlYiq5cucJ1FxvlkHLgvsTERPE4UASH\/qpBrga\/lps3b3LEAh4rrsLCQtqzZw\/\/j6QaA1lohh88eNBy+fz5s9xlzmLFFRwcTOfPnxfrb96+fctJPJaN3Nxc8ZqDCOHv7y\/WPIhQR48epcDAQKd8FNF+zZo1YlkjLS2NNm7cSJOTk+JxgLRET1wQEfx9fX3iIfrw4QOLaWxsjG2kBh4nLgxw1apVYhENDg7yQLAsuJvFiKu\/v59FY8bLly\/p0aNHvPtCu6mpqbw8moEPhI+pBW2hjaqqKvE4wFKGhNsqiIbY9WKV0LKQuDBmgG+2fft2p9UF1xVxtbS0YHO2\/OJKSEjg2Y9kEqWhoYE7eunSJanhPhYjLixPOGKwCmY62r527Zp4\/gbJMwQ7MDAgnnlwH+7\/\/v27eBzs3r2bxWKFFy9ekI+PD3369Ek8zuAYBs\/QiuvixYvsV8BuGELKz8\/\/U3Ddz8+PsrOzKSAgAP1cXnHhY2KwOIPBmo1y7Ngx7igGZMb169ctl97eXrnLHKviUqKWNvE1A8sa2t61a5d4\/ubx48dcB3W1IKocOXJErHkQtazkfUgN8K7VO0EtmOh4Po6E1Ozdu5e2bt0qFtGDBw9YROqC+xRxoSz7srht2zan8xcwMTHBHV3onKe6utpy0b4sI6yKKzY21nD3ZIQiLiW31ENJ5hXUuZXeO8ERA\/y1tbXi0QcbAQjwyZMn4nGAJbu5uVksoqysLG5Pfbj669cv9iHZNwN1PCbnKioq4g5pk0pFXHjR7saKuL59+8Yn3Dj1NuLcuXN8KKtG2aHhgxqBqIY6AFERS55yPoUTdW3kwiGoUt8MRCRtmoFxbNiwgT5+\/Cgex64WS5p6k6JssBbaFKGOR4gLHwZJPIr2cA\/5BjqKgWPGuYOHDx\/yrMXsxrOxW7t16xaHfy2IWqij7beasrIyrhMUFMS73qtXr\/KSgZ+2zLh8+TLft379eu6DOvdCvoRrp0+f5vaxO4O90C8ZOCTGEo66ekV7WI0JhqUWRwzYxaPfdXV1clUf5cQfZ35v3rxh37KICy8DUQsdR1F3HGJSXzOb5UsJdnBGRQtEZSYsBSyDqKe0A9sK+B0P4tGrj8iCqIp3o5f064F21OPRFj3U91jpt7o9FDB33\/LmXDb\/X2xx2bgMW1w2LsMWl43LYHHN\/blhF7ssfZn951\/jpZQYKjoIqAAAAABJRU5ErkJggg==\" alt=\"\" width=\"151\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"font-family: 'Times New Roman';\">Isotopes of an element exhibit similar chemical properties.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"font-family: 'Times New Roman';\">Zinc contains five isotopes\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"60\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"64\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"64\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"64\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"64\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"font-family: 'Times New Roman';\">Nickel also contains five isotopes\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"57\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"62\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"62\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"62\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"font-family: 'Times New Roman';\">Oxygen contains three isotopes\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"42\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"46\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"46\" height=\"24\" \/><\/p>\n<p><strong><span style=\"font-style: normal;\">\u00a0 \u00a0 \u00a0 2. Isobars:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The atoms having different atomic numbers but same mass numbers are called isobars\u00a0<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">e.g.: (i)<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"35\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"44\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">(ii)<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"56\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"48\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">(iii)<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"59\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"59\" height=\"24\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><strong><span style=\"font-style: normal;\"><span style=\"font-family: Times New Roman; font-size: xx-small;\">3. <\/span>Isotones:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-left: 4.5pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The atoms having different atomic numbers but same number of neutrons are called isotones<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">e.g:<\/span><span style=\"font-family: 'Times New Roman';\">(i)<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"53\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"51\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0contains 20 neutrons in each.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(ii)<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"43\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0And\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"42\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0contains 5 neutrons each.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(iii)<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"66\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0And\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"65\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0contains 12 neutrons in each.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><strong><span style=\"font-style: normal;\">\u00a0 \u00a0 3. Isomers:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-left: 4.5pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The atoms having same atomic numbers and same mass number but different energy states are called isomers.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">17 Atomic Masses:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">One atomics mass unit (<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"48\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">) is defined as\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"37\" height=\"33\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0of the actual mass of\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"55\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0atom.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is denoted by\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"48\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0or just by<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"15\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">i.e<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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alt=\"\" width=\"282\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"160\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Now mass of electron\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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eYnElFTlKjaWn7IOAEh7LbbbtGp1DDtKPlmriYTbMEjGWfRkI5n88I940UQ3uXPdKSbdmMRkKJxbsw2RTikuVR\/tEuOlGzMeE8CMrMmHMR3EZQ\/N0Lm5gMR6SuFgrTzGieSsHbljQhRGzEKYL4HSJlxUnIUP2JFAIzV3EpBjb+7wfnNl4BBTZdrpLD33nvHNedYCcZBgVKB7rkEFPaS7+6WIYiUN51yUK355lAV2JDgqOQiIPo2VUNVS+VyIFhn+qhz9qZ04FBzV9Pl7gB\/JxAIDOudsgH2KMDIqNhDebPKfRkPu0F4jjbJcNg3\/8vtvtvJzpm58oJJoUTPcsSy3e5KUcnZKI7BOZ1Ls3vTFVnfJyDS66\/JL0c\/P7uX\/wF0AhLg8Ai9HGXL8G7vqXKuHObLt7yzUbS3+AKL91FuOXnl0O6+59QXG\/XRDrS1Sukpx1CDo7bSfFiTJ598sk2ayLGoyXJ6JP1lsOWxet57EU56r\/5pq1I+3QFzgribKSnjMWe5HRq3tvIlQOfliO6AdWMPVd\/PxUQOa+C+f8s23a9gDtmLiy2lMok1IRTSvfwMLtEj8PtdY6UM2YqSGOLDGTm6nex6B+Q1qZ8cUcpm46RGjRo1HM+yW5sHJyJDmSQv8ST012SnpkeekqOKtauvvnrcWKhRo0YNpRp1XSUO2RElTSDZ5JANllVrf012JKyCvzNCDirm52hq1KgxYENJQe3RbrY6qw0u9T7lrqqyTH9NdjVq1KjRDNSbOrIaqvpos\/p4JLsaNWrU+P+jR49\/AUwXiNRmd369AAAAAElFTkSuQmCC\" alt=\"\" width=\"315\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Mass of proton\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"337\" height=\"26\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Mass of neutron\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"316\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Mass of H-atom\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAAAaCAYAAABYSIIvAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA0uSURBVHhe7ZsHlBRVE4WRLJKjkgQEJEqSIKJEQQXJSRDJKEoQDoIC6kFQQEQQMJBUgigZAZUgGSVHJRgIimQlqGShfr+afsvbpuff2XVX5uz2PacP22\/edL9QdetWvSGR+PDhI0EiEXD+9uHDRwKDTwA+fCRg+ATgw0cChk8APnwkYPgE4COscfHiRVm7dq3+GyqOHz8uX3zxhcyePVt++OEHuXbtmvNJZFy5ckW2b98uM2fOlK+++krOnj3rfHIde\/fulU8\/\/TTodezYMaen6HsOHz4s8+fP189Wr14tp06dcj4NT\/gE4CMsgTNt3bpVHn74YbnnnnvUqUPB0qVLpWLFivLGG2\/I0KFDpVChQjJkyJAbSODcuXPy7LPPSuPGjeXDDz+U5s2bS9myZWX37t1OjwDog4t4XWnSpJF9+\/ZpPwiqb9++cv\/99+u7p06dKq1atZJixYrJJ598EpSEbjb+mcc\/M\/ER1iBC5c+f37mL\/yASP\/\/881K8eHFJmTKlFC5cOCQCINrnzp1b3nnnnQiHe++99yRFihQa4Q34bODAgXL33XfLr7\/+qm1\/\/vmnlC5dWh348uXL2gaefvppeemll+TEiRPy22+\/RVw9evRQB\/\/777+131tvvSXp06dX0jI4f\/681K5dW+64446I94Qb\/hMCYJHMQgE2APlls6JXWziBsV29etW5E\/2bNhuM3Z5nbIFokjFjRucudDBG93jc8wD0CZd1Z2wDBgyQuXPnypkzZ+S+++4LmQBGjBghWbNmle+\/\/95pCaQDqVOnVmc1QJZDLh07dnRaAuC9uANpAWAsyHn3u7m\/8847Zd26dXpPv5o1a6qjuwEZ8UzSGDeMzZs94t7eB\/O5Dfq695R7954C2tx9Ae3muXFKALyIXKxZs2byxBNP6MLD7jDqQw89JIMGDZJLly4po9JWrVo1lWtek7lZgMXHjx8vjz32mPTp00ejwy+\/\/CJPPfWUbjp5Jhv1008\/yZNPPqmSdcaMGc63YwfRJQDGs2XLFmndurXUq1dP9uzZoxJ1woQJOubu3bvLH3\/8oWs\/cuRIqVWrlnTu3FnbwgnIdOR8KASAQTMP0gV33l2gQAF1WAOiNGbP3G3MmjVLkiZNKqNHj3ZavPHaa6\/pPl+4cEHvWe86deoo+fz111\/aZkA6wDN37NjhtASAvfTu3Vvq168vLVq0UJt58803I\/odPXpUU4rq1aurAuQd1BTo36RJE01V8JMFCxZoW8OGDSOIj77s+TPPPCOPPPKIrFy5UtsN8DHeiS0HJYD169dLmzZtQrpwXrMYNhYtWiTPPfecFkRuvfVWZdNOnTpJo0aNVH4lS5ZMli9frosHQRQtWlQlH4P\/t8B4kJFe4\/W6du7c6XzzOljId999V8aMGSP9+vWTfPny6SbgVDh7tmzZJFOmTPLtt99qpGrbtq1kyZJF+8WmM0WXADAuctfPP\/9cMmTIIKNGjVLJi6E88MADkjhxYpkyZYq88MILUrduXZW9SZIk0X2KKSDKF1980XNtvS4IKipEhwBQC2XKlJF7771X5byNypUrS\/LkySOi4Zw5c5QAIEQbq1atUvuD6IOBVABCwZZtsEfUBIj4kC22c\/DgQbULlIbtHxs3btRUhXXYtGmTLFmyRPLkyaN7RdGRtezatau2M3\/8hb2sWrWqNG3aVFMaSID9evDBB\/VvfKldu3b6XtaKd+J\/BQsWjKR0WAPUD8\/k76AEcOjQIY1uoVzkV26pAogwsBSMy+K0b99ePv74Yx0kEo9XP\/roo7qYtE2ePFknF4pxRAXYjQXwGq\/XZVdzbZiNgwjYJBaZDQQwNHNAXsK+zKFDhw7aD1UTW4iJAsAIiSJEJciK6MJ+fPfdd\/qsKlWqyNixY9UIILBbbrnlBoeIDlhvDNZrbb0uquVRIToE8Pvvv2v09yIAnAYHwXnBtGnTPAlg165dEXYaDG+\/\/bYSzenTp52WAFhHnD9t2rT6PmoHBDnUr61ICAwUJnFAU2vAR1Bm5cuXj1AQxu6I4KgNnJjnMDdIBUWDgmAcvPv222\/XqM7em\/3HBosUKSL9+\/fXZ4H9+\/dL5syZZfDgwXqP\/8d5DYAqKxHmlVde0cGB6dOn6yZQqTWSH+l12223RVpcFuTll19WKcSgmRiguFOjRg2V4rB\/XIIx40SMDeIy6NWrl8o7DB8wj5YtW6oRmjlFFzA9c7UvlBEG7G4nSpj18MLmzZt1jVFXxqAgY4pVtEEIALWXKlUqzzz1ZiK2CcCsQVQEQIHPCydPntToiSJ0gwIkSgPFy3NQYSgvVCIOaNZ64sSJqkYgXQNIoVy5cqqObeDYKMy8efPKkSNHtI0UmtMKHPvnn3\/WNnwEose\/bJAmsK+2zX722Wf6\/hUrVug9\/h+nBIDz4KQMkIhkgKRmYnYkwMkqVark3F0HUidHjhwqjwyIuGwqxz5xDRYYmUzUtB2OsUJCRv3QDyNECscURCkUhn29+uqrGlnc7SYPDAYiPAZN2mKA9McAtm3b5rSIqgP2x+sc\/GYiOgRgHKNkyZI3BATSHhzJAMWJ2aPqbJArkwKY6OjGBx98oFHdrV6wcY4T77rrrogIDtgbSJpnGodv0KCBlChRIiIQAggD+f\/RRx85LQH8+OOPulevv\/660xJI7+g7fPhwpyWQUhCcvvnmG6clgEmTJqnfEPUNSPsgBbOeQQlg4cKFmj+EcpFH2hO3gXPAbhyHGCB9yF2Q\/8Z5+JcqKgN0Awfg+0YyARQEUjZYBMQgiJJe4\/W6bCdxg6IfUZPijwELiOyyjQWCYsMo2sQmYnIKgPFBqBwf2vWIbt26KUkZZ6cf+2DvT0zAO5CqXmvrdYVC3NEhAKIlcpn0i\/2ykStXLp2jAYU2zB4JbQNlQH2EupQbkAoSnWhuOy\/g3Tg\/AcKN999\/X981b948vcch8RcDvkvNgRrZhg0bnNYAIGuUs12fwi851UC1GUDgEL2tnM3+s34mSKAisAcI0aihoARAByJ2KBfSyL0oBuQhTAInNkC6sFEUpgxgSJznyy+\/dFoCwOkpftiMB1AVFOOCgUkTTb3G63X9Pym9ePFiVRucaBhQX6BeYaQU4LSA\/OrAgQNOSwAUdUhZOGZCXlK0MRsQCmJCABByqVKlNDIZsJZESNowPICTYTycyBhwDIbMhaRxJsZO5MPBg6kE9h878FpbryuU+UeHAAApJA5sUjLAXhAdkeMGOArrUKFChUj7DiGghLxSSkg9e\/bsngVqbI0gxzjdtTDsFhczdS3W2rZbUj6+i6R31426dOki6dKlixT4evbsqU5s16wgFGoIdj\/SINIhalYAG4RomAPFR+OvQQkgtgDT49i28+BQFJ2WLVvmtARkGfk0sofc1UQIyALjI3IRbbkwVmQMzPdfAEnvllKMAyY2hSXA5uTMmVMXn0IX0g5DJ9+G7NggHAi2t8+qo0JMCIAKNGtsrxFri2qxnQEHh6CJfshLog4EQLTASYh47AU\/ZGEM48aNc74Zd8A4cSqMnPoHRou6os0YLv9iA\/bxnunPqRJOznpTlEXxuBUqcp79I73kuaRT5OukBeYdBuwZhTcch75eQL4j9fktAu+lH+vNiQFFRUM0pJKoSfLyYcOG6TNZY0iAMVIvM\/k+vyLkaNMAW+KonCN0e4y8A0eHMHkm76ZgSDvpBkGVEyoCFL6E\/\/C5o07ilgAwfKQ9rG9AJRUFYDsU1WmiJ3k1kzGRhkgLO9qOhjHgRF5Hd7ENijdETDbIZlgKS6QYMKsBBR6chE2iIEN\/DIzCEZGDAhys7paeUSEmBMCm8x1bakPC1BK+\/vprpyUQKajFYCiPP\/54xE9b6UO0IkIZ0Md9dh4XQAqz5jgAuTsXR6tUzjn3BjgA7VTUbUBiGDvqhbSG3zfYtmOAAoLskO0QBhcnVF4OzlEdRGPLbjcYD2tOjs+7GSuRGfVkqwwCHQTA2nJ2T+qEY0I+2BMqBhXBmPEbamUGEByphq2cAYqS8fF9E2h5Buk07+E5EBO2iopDQaBCmFecEwCRwy7eARgOdnTLJdpNZdMAduRHOPbG4GgsmKmsxiV4L07hzisxNMZqMzF9ITWksAHHN+SfRE6OS0M5\/nKDtaKgEx0gJ80PgAxgfVSJe91oZ472fpgUwBAcERVjsouHPmIGHJn1NjbNurPH7IMB0R5VYuf17Bv7x4mHDfqiKFEANiA57NROLVAZvMsEszgngH8DJsbRil0FBRyXwLRuqRaOIJJxJswm44xr1qy5odgTbsAwiRBET8A684s2u57gI34gbAkAI6TwQp6GbDbsxpEHOSG5lM2O4QokHzIVeYYs5Jw4WCEtXICCIW9mvFTEyRUhXTuN8xE\/ENYEgNwhF8XpjRRFOtHGFe6OBIieZszINFN9D2eQG3KCgFLhP7xQn7HrHz7iD8KWAHzcPPADIopj7hqNj\/gHnwB8RALKixMOTi5QLj7iN3wC8HEDqBSTXvmyP\/5DCcCHDx8JFYkS\/Q9LwztIVsE2iQAAAABJRU5ErkJggg==\" alt=\"\" width=\"256\" height=\"26\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"37\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0can be measured accurately by using mass spectrometer.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Electron Volt:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The amount of energy required to acceleration an electron through a potential difference of one volt is called one electron volt.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"189\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The other unit of electron volt is<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"46\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"248\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Re<\/span><strong><span style=\"font-family: 'Times New Roman';\">lation between\u00a0<\/span><\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"39\" height=\"24\" \/><strong><span style=\"font-family: 'Times New Roman';\">\u00a0and\u00a0<\/span><\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"39\" height=\"24\" \/><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As we know\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"202\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Now from Einstein\u2019s mass energy equivalence<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"311\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"197\" height=\"34\" \/><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"90\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Cambria Math';\">\u27f9<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"153\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">18 Nucleus Size:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Experiment observations shows that the volume of a nucleus is directly proportional to its mass number.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Suppose R is the radius of nucleus and A is mass number\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Then<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"79\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAAfCAYAAACs5j4jAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAOqSURBVFhH7ZjLK31RFMeJMLjI4yojyvtViqQklDxmyowiykxJGUh0M5E\/wCMpI5IyMUAhKQMGJM8i71fyiLzf69d32fs453Lu7\/gNfrqn+6nd3Wudvc9Z3\/1Y+5zrRibFJczZMI2wjY0Nent7E5YJhE1NTZHNZiM3N60Upxf2+PjIv6YTJnEJczZMJ2xmZoYqKytZWE1NDW1ubrLfNDNmj0uYs6ERtrOz86Wcn5\/T+\/u7aPG77O7u0unpqbAcoxHW0dHBm9Df358yMjK4+Pj4UFxcHIv8TQ4ODsjd3Z3Ky8uFh2h2dpaqqqq+LRphFxcXLKysrEx4iO7v7ykkJORLOv3fBAcHcwzR0dHC4xhNtGtra9wZM6cGo\/Sbwnp7eyk\/P588PDzIarUKr2M00fb19bEAvCmrycrK+idhLy8vVF9fTykpKVz6+\/vZj\/MmKSmJbm9v2f4bAQEBvJogDHV75ubmaHh4mNtINNGWlpZSYGCgsD7x8\/OjxMREYRnj9fWVwsPDKSoqira2tmhpaYkHZ319nby9vamrq0u0dExJSQm1trZy3V7Y1dUVRURE8EQgseB5uD9QhOFbBh2zs7OF56NjTEwMB2R0dCWpqakUFBTEAiUFBQUUGhpKmZmZmm8nPZAwPD096e7uju309HSyWCxcB8jWDw8PwiJKTk5Wkpwi7OzsjAWgIPugoN7Z2Sla\/Az0HR8fF9YHhYWF7MezjJCbm0uDg4PCIiouLtYIkzQ0NHC8R0dHwqMSNj8\/zw8dGRlhe3FxUWP\/hLa2Np59NRjdyMhIvmaE0dFRfn5LS4tSsOywjPVISEig6elprivCmpqaOJinpyfhId5XSPU\/PaDj4+PJy8tLWB\/IQCcmJoRHn+fnZwoLC6O6ujoaGBhQCrIzlqYE26Onp0dYRDk5OUqCUoQhjWKjqykqKuJgrq+vhccYvr6+GmEnJyccKO61srIivPpgdtLS0oT1SXt7O99Dgr2Xl5dHjY2N1NzcTLW1tTwogFvhEEYHKFbT3d3N\/uXlZeExRkVFBa\/5oaEhniEsocnJSb7XwsICHR8f694TCQPtMEP2SGHb29vCow8Lw+ZDB5zqMl0CvJfBj6VlZKQlNzc33A8F6XlsbExJ\/7GxsZxEvlsFe3t7Shaurq5WsiHAkYH+uIb+mAxHsDCMniyHh4d8QYK3EfiNjJIarP\/V1VU+pCWXl5df\/iZTg6ymjkW93\/f39zXX5J84enwuWJPhEuZsmFQY0R8mFVbgWYGW6QAAAABJRU5ErkJggg==\" alt=\"\" width=\"54\" height=\"31\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Thus radius of the nucleus is proportional to the cube acts of its mass number, we may also write<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"74\" height=\"31\" \/><span style=\"font-family: 'Times New Roman';\">Where\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"21\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is a constant<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">For electron<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"246\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">19 Nucleus Density:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The mass per unit volume of a nucleus is called nuclear density<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">i.e<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"327\" height=\"37\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">If<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"16\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is the average mass of nucleon then mass of nucleus\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"54\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">And volume of nucleus\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"67\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Cambria Math';\">\u27f9<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"69\" height=\"41\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"116\" height=\"66\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"82\" height=\"62\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"66\" height=\"49\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Clearly \u03c1 does not depend upon mass number\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0or size of the nucleus.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is found of the order of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"152\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">20 Nucleus Force:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">After the discovery of neutron, it was proposed that all the protons and neutrons lies inside the very small sized\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"83\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0nucleus. Then question arises that what holds the nucleons inside a nucleus. Then it was suggested that gravitational force must be responsible for this but gravitation force is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0times weaker then Colombian force of repulsion between proton and proton.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQEAYABgAAD\/2wBDAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH\/2wBDAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH\/wAARCAB3AGADASIAAhEBAxEB\/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL\/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6\/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL\/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6\/9oADAMBAAIRAxEAPwD+\/iiiigAooooAKKKQkAEnoOT1\/pQAFgoyxAHqeBSb1JHzDnp7\/T1\/Cuf8VeJdE8I+HNY8T+Ir6HT9D0Kwn1LU72cjyoLS2Qyysf4i21cKiAyOxVUUsQK+evhX+2R+zP8AF3XG8K+Bfi\/4K1HxVFLLbnwm+qW9prqTQjfMkdletbz3Lqp3OlsJmQBi4UK1AH1KzKoyxAGQMn1PAH4mjenHzDk4GDnJ9M9Oe2a8w+LfxS8P\/Cbwfe+K9ckd4rd0gtbOHma9vJNwjt0GPmBYfvMHhQehr8pPEP8AwUp8crdyR6D4O8PWdu9wUjhvJpWuViDMu+cYBBZQCQoI9PQgH7Vhg3KkEexz\/KkDqSVBBZeo7j\/Oa\/LT4F\/8FI\/BvjXxJa+BPiZpf\/CE6\/e3CWthq8En\/Eku55njghj3uPNSSaaVVTKhQcklQNw\/UK3dJcMrCXCgpOORIpGN2Qdp4OM55AyDigC3RRRQAUU1mCKWbOBjOAT1IHb68+1RpcQyf6tw6gHLqCUyCQRvA27gQcjORjpQBNUM670A\/ecPG\/7vG47HDYO7AKnGGGeQcd6EnicAo+8E7coCwBwThioIXp3xzx1p\/mLuKZO4Y7EA59DjB98HigDzX4geDbTxZpSQ6pC93Fpklxq0GmENJpGpXtpDJLp1vqtmJVN9DHdpBP8AZX\/cysgR8qSp\/iE8aad8VX\/aB1Dx94P1TSrHxt4c+KWra54pmg0y48N29hrNh4ik1J9HEDoEt4beaWXR5YtNubpLiG1BcG0lWVv7vb6WOC1mmmlSCKJDJLM7BFjjT5pG3NlVIQHBbjOM1\/F\/+3r8b9MtPH\/xm8V+FbXT7WbW\/E3iV7KOyspvsZW0u00iHU4GihZJdT1GXTmup5oy0cn2lmLEnJAP0B+J\/wC3HdfHzwh4f0bxHY6Zo974YtojrvlTX6xT6tHEsdxeon2fMyu+4wLF5h3ODt6V+P3xY\/ab8T+F\/iBZWX\/Ct\/tPhO61J9P\/ALVurm8F9rNwo3EaZFaRzXMRSP51S4ihD4GCcHHzn+zB4z8b+NPEMsevajqGo2631iJdKSOW61UTXs+2GZLe3Ekq29u5SSYOg2xZZ8AYG98aIfiR4q+JWkeAf+JpYajba7azW82mQpLfxTPdrF9ogaHcI5IbVsyeaVCrlWG5grAHsfxP+JyW3hLW\/GOl3WoaW+n2wubSy1NLuG\/0TU0uI4UjMsscU6tDIzyoGCs5hDLk7a\/sP\/YQ+NVt8ef2Xvg54\/W9+2atqXgrRx4jRXZ\/smsxWUCXFvcFwrGchRNkKRiQAvniv4v\/ANqvwW\/gX4QeOtIm1698SQ3EXhm\/t9a1ON4tauNcTVGSeyvyVX5kaeQOvCkgNkDk\/wBCP\/Bvp4il1r9lnxjZTS3DtovjmCwWKZn2QwHw9p00QhDYwhEnRM4P3sEAAA\/fakJCjJOAOpNLUcrKsUjspZURnKgFiQgLYCjknjgDkngUAMnZPJdm3FBtPy7s5DKVPy4baGwWI4Cg54zX5aftJ\/t9+IPh\/wDFDTfhB8EPAlj8S\/FQu4k1zWdU1EwaBo15ODGlnbnTklnLW8TtNczzYiiXfvkO1mHS\/tyftqWfwG0+P4eeFoI7r4geKtOjiM1yzxWuhW2rJ5UN2cfNPK0UnywxHdH50TscZFfkLpmla63gu31bT9dudHa61GbU\/F3iSGJo9U1yW\/eYtZw3NwpubeFAJGMyuFCIRyHFAH3Rp3\/BTz4j+BPifH4H\/aB+FHhjQtIW6EM3irwp4jvpYE8y3keN47ae3KXitL5UCyRymN5X8uJjKVU\/rv8ADn4j+DfiboNh4j8D65aa9pF1EkjS28vnTWUsi+Z9mvEz5lpcKDhobhUkyGOAK\/jU\/aP8GaH8QPAup\/EDQ9eubzVfB9zaW4ZtbuDq7Wx1CGBI7OGVzDdzQyuZpid3lwJJKPnUV9Y\/8Env2p9T\/Z9m1vQ\/iXqlxL8K\/GmrJaaTqk1tfXd3pHicxNdTTXt1GDDLbyxxPA67v9G83znULG2AD+q\/WrdLvSNTtpG2R3FheQu+3dsWW3kjLgHugbcPpiv5D4f2cNL8b+OPFGjeJodX8W+HdA1m50yxFlZtJbj+zdUv4Ir24ngVsLcx2v2xw5ABYbz84Ff1enxX4e8ceBtQ17wjr1lrNjc6LqDWt\/pVzHcwec1hKyhmjJClGILBsEEDg1\/GV4e1v48fGPxX4n+Fvwd8UNoPi\/wRZWvifxXrg16y0XRrjT1ubHQtThvrm8tNRtpLmTU3giZPs0kqx3U14GQRtIoBg\/HHwr4M+AviHUNd8C2jWt1IgQ2N\/pOm39jd3VoMW8fkXe0q6y\/cnYbYXIdq+WPhl8Rda1f4s+D5r2y0+wlfWZ9a1nVJLXT4IILa2jm1C8YpBZwL5ECWJUuL\/wAsEom1y8QP19+0H8H\/AI\/+HND8MXfxP8J2b+GtbtrpIdfm8RW+rWkt7YRPPeLttEslF2yRm4SJ7eNzERMgxnHwN8Q1sfAfwr1v4hQalpNprnxDu5vBehaXp8U10dE0nRvs76vch1lYQR6\/FKLaO6ZSHfzEDHa1AH254O+Bmv8A\/BQT4G\/HNPBHi6HTPGPwlS6+JcPhy6061SPxjp9udTvzZwXUNw80TGyiimi3AxGT92dkmEP6bf8ABt5a6jZ\/DX4\/2kizDTrXxjogYTvK4ttYGkRw6haRM\/y7IhFHkKSB8vPavg7\/AIN\/9X1C\/wD2qNf8ONG7aZrPwW8Sy69H832aWFri3jtLY27HEzQxyzQpnJZCduQTX6q\/8EQ7+y03xh+3T8PNNigtNM8L\/H\/VH0yztirrFZb57CK4d0wF89rRiI+qMGXghqAP6BCcAnnj061TvL2G0tLi6lfy4raCS5mdiEEcMKl5WZm+UbUViAeuMd81akGUI57dMA9RxyQOehyema\/Kn\/gol+17YfDr4daz8OPhz4htLn4ja802lamNND3kvh+xl2h3u3gST7PPIp242uqozPI8aqxoA\/KH4s3N9+05+1p4p8RxXs1zpGk629ppJkkVrGOx0XVreHyphyQy26mGKMZ3eVGcruJP66eMvgB\/bf7Ol1pHh3TbS41mCw0i9tobWBYXu\/sV3FcXNt54U+WbiBXhPyNuWRvu8kfjN+yxqfhPw9rkt0fENprN1o2s2994glS\/tZBezXcEsmqRQp54kuo4rqRd8qKYfNQo0iOAD\/Rt8IviV4e1rwi93a39l9hWFr23CyCNBb2tu0vkTSyARJKXjC7ctGQ3J7EA\/lk8W+G9Z8QeP\/i94e0zwzf+HpdYtvEtn4O8CLa+fdJq+i+VNb3OmwrgyX082j6i0KEYSRoHf5HIr3vwn+y38U\/hR8D\/APhB\/HOvTaT4sttOf4m\/2K+mW974eS417RrmGb7frMgjji8SraXk0F5ao\/lW0jYRTIFrf8AeMLnxR+038RdR0WwPirxz4e+Lt14x8A6VaX9raa\/fG\/1q5t7rSLWOeRLSbw9ZWGqXTamRc7hHa3sAQlQx+hf2yvh3+2f8YNXhk1j4X65oHhVtBm\/tuz8H69YN4aktI7iK8muL8Q6xa6pHeeXGInFtLK4V22q8ZIIB+VHwO\/ba+Ln7OPxCs\/DvgrxPqWveFdQu\/wCy9f8ACOqSi401727WSO8i053Z4GM0DyC1XdGzzeXGi7mxX3x8bP8AgoZ+xD+w3otvZfCr4R2HjL4vePtPtNa17RE0620aHQ4Nbe31ee38T3zC4mlvbO7vIHWxG7ZcwS7tyxMh9g\/YS\/4J+fs3\/F23PxT8W\/BvxLoE3g\/xZbnRrLVfFfiiTTfEGtaSh3ajfaLqhWOa3t7xEurZ1aaMyxxtwozX8yX7cceraj\/wUJ+Mfha+ihuDZfGnVLfSYo7WOCNNOfX7caTpX2VAVmRLe5MYBZdu2JlVsgUAfX37UHxT\/bG\/bf8Ah54e8V+Jfh3rnwg+C+q+ItR1jTfEd3G1hH4nu\/sz2n2mwtTc2t06WUCLb7YbWGGaEMxLg7T+YvxOPibwp4F8P\/DTxtoGpQ39rr513wp4sOi3NhpXifwhLYvHEulX13aQyahapfF5lmjmzIQxKMgDH+7n9or9heX9pzwx+z3pl7cWOi6L4J0rQtN8deHUE+mWupaVLa2k2pJoUtmuzTdQsb60IV1tf9MjkeOR4lkJr58\/4LV\/sv8AhHWf+CfXiHVNG8LQzan8BovDereEp7S3gW70nQtKjg0TUE86C3jka0fTWElxGxZVm3SdWJoA\/OL\/AINy\/A0+qfEP40\/E+S2VLXw94U0rwjaXTeWJFu9Qna5lREbClTEqNu35I3YGev6Xf8E7P2SPjB+zB+1v+07fa34UvLX4cfEy41DXLfxXJqUFzZapfya7c6vpflwo5lWeSHVb1JQUHlLbqCeRj86P+DaTxTq02oftFeCVtQNNhtvDXiN7nerulwZrjT7eOQurARXNtEHQoCwIB+Ugmv60ILcxOWY7v7hwoKBsbk+UKCMjgkE8fmAfO37WHxng+BvwB+I3xDMMk17peiT2elwLIIGOr6oHstOLyBt8S+Y5nWSMSSfICiMa\/jJP7T\/iHwv4ql8RR2i614i1XVbW61691+c6nFf24mlkv4rlLjMjRzRubWJFUGWNsMY\/lNfu\/wD8Ff8A9oTQpPDWhfs3eG9XivfE2ualDrPiaHT3W4ksdP0y3kOmR3LxuUjuFuMySRPhhGcgFgAf5sfCieGD4qgsfFGo28N7HeGWXUZ1DRGG3ZnEEaTbI2eV0WKUysqpG7OuXAVgD9gvg34B\/Zv+PVrp\/irwbonh74f+NNR8PxHVvB8F\/rOjxRSf2hLca1rGlTtZGEC7le3W30eFpYsNKzzw+Uof6Y0nwz4v+GGi+JvCdj4gv7PTPFulzWfh8eM5NRtdHiaa2jltY9LvtNtNRL3Ekk8McBu1toTMUEsyKd1fLPwo0P4KXS+Ddd1LxppfhTS2YJJBaa4vOpPMpU2dw6wvaWTKN8yNzuYokZGCf6A\/Dlx8GLv4OxJ4n8TeEfEvg6w0FbS8u7zVbC5hgtY7O1ikniuWZZ4Shg8wyptuF4ZPmXBAPwM\/4J4eCvGdn+258LtP1XwzBqd14MtvH8+teKYoz9q06z1bSPElzu1SQB7a4jutR1WIaZKsk4a1vLFmeG5LQxf1QS6ebiMRT+XKm11kiuI47iCUPIG\/eRbIw2AvBBXa3JDCvzO\/Yg8RfAjXvi38Vm+F7W\/26PStIn0tAUeSz8MTTSifTEmMjS3AtdQSFWmO5fso07DbzIifqFI5RdwUtgjIBVcAkAnLEDjrjOT25oAyYrNdPhk8mG3toIY8LFbKViZVUnesCKkcMm7n5Q2V4z0Nfw4fHb4SWPxG\/wCC61z4Ftolk03U\/wBpHwRLqkKgkyafDoPhHX9W2BEYMqkXRcttUtksRyT\/AHOTXMSQzySqUghRpJJJQFjEaAs7EvgYRQWOewOOxr+OP9lWW9+LX\/Be7xP4otYYLzSLXxn8Vdfs79j5kUlj4e8I6hpVpexyRpIjJJLaWUcEgIw80OdmSAAf2J2iqJUKhxhLhR2j2\/ambAXu6kADGRs5yCK8X\/ap0PR\/En7Nfx30TX7WK90e\/wDhR46S9tpxmKVYvDt\/PEGzkDbcRQvnttyOa91jhKPuOMLygXPDPu8wtwAQScqB0+tfN\/7ZlzLafsoftDTwO0cyfCTxsI3VtrBm0O7U7W7HaW5HOM4oA\/np\/wCDZ3QYU0X9pHxH9mSG4m1XQdKWZJHZpLKLzp7e3lDLj\/RwxKbSR82eAa\/qur+XT\/g2jH9n\/Dz4\/wClXUm69udf8PaxAhZWb+znsjaJIfm3KJJ43ZQVAxzncSq\/1F0Afww+MLPxponhO98aeNJbq68d+JWn1LUNRu5\/tk73l4rSw+VLKzTQpsdhsOE6lQR0\/Mm\/vbvU7qWW\/knaSO6kBSQqpaQyE5di2An4g4OccV906j8XNW+JNzLDaMlxbXcP2dra4BcTSxgLA1o33LUqgHLqw+8AOcnwQ+ELfRPGdtc659ja3a9iknsLmKSWJ4pJFWUEIVEjKjO6AHhlBGRwQCHw5Z67qsNrFaX3lLCF\/wBHmXdb2i7T+9hDsImcgsMk8HBHOCfszw\/Nqll4XXTZtbv9S0m40q\/tbi2OsTJC91PZzQjFlDL5TrvZdqMBgjdkY46fxj+zBod\/4WsPHHwJ8W2Gp2j2kMuueHNQuUi1SwkRBJeS2UDOTdxpGsgWFMMFBcnCEnBsdBl0Lw2Ly+3R2U+nXEttK0BBMnlyRSOnO4ku+yNxjEhRvmAOQD9oP+CQdvdeM\/GHjL4mWuitY6NpPhhfAMl3HbRQ2TavbSaDf3UMbJ80kqw+V85GMrN\/eWv3ymO2NjtLnjACbzkkANt9FPJPYAntX5R\/8EerSG1\/ZXE1ta+Tbah441+a3uFiMa6glrbaZp9xduxH710vbS4tt\/do36BTX6uyxiVGRuh7+h7H6igD8MP+CpP\/AAUn8V\/s3Q33wk+F\/wAPdS13xXr+jy2ur69exXNvb6Zb6ii28DaZEqMtxJdNKbeNiVw0qMpOBj5M\/wCCGnwO1nxf8XPH37V2s+HNW0PQLDwze+C\/Blzq1rLa3OqatrN\/FN4jmImUNJHbwxfZ\/MBbMgJ4jYZ\/om8bfAj4VfEfUbfWvHfgXw14q1qzEC2eoatpkM80a2s63NsrMQSyxzorgEnGMDPSu98PeGNH8J2FtpHhvS9N0LRrPzFt9K0q0Szsoo5D5jNHBEoQTPNlnfklTt6ndQB0deIftJ6DfeKPgL8WvD2mWxu77WfAviPTbe3WBrkyyXmmXFuF+zoDJMf3mfLjDSN0QE17fUM0ZkUAYBDBt2WDLgHlCCMMM8Z+Xrkc0Afyl\/8ABHfS\/jL+zD+0J4o8JeOPh74psfh\/8RdMm0f+3T4av7W0sNR0SVG0WOczxRyQR3MktySShLADjjJ\/q0SYOV2jKvuwwIIAGOWx90nOAp5zwcGqX9mRbxKqQpKGDmUW8RkkcbcPJlB86kHawORnnNXo4lizsAUMS74z8zt1PPT1oA\/zPPD3iHWfDDLJpl\/NGwYMxJztI7xgg7ewHUYBz79hqnxC1PxJNbya2yXUUOF2tEsZYfdBkkjw5wdr5DKQQprikidbyWxuoza3NuxSdD8\/lyIP3qN8qf6uQeX7nBIGcVcmi3xG33JiUovmBMbRvX5vvHgDacdDtx0AoA+pvhV4l1i0nuY9D1W6NtHplys0EbvJKjPbSq32bMmE8xT5Lbtx2s3qQfrD4oeGvHEmk\/B\/weVmt7\/xnf8Ahfw9pqTgWy3C+KL62it4hGdxaRZJlBcH97wMLkmvgf4CWHiDUvit4Q8IaVBNcSeOdcg0O2Fsr3ZQXEotku3gTZvRGkWUxbo9wXaJRnI\/sA8Jfs3aN4vtfhZd+N\/D2i3XiX4fal4a\/sWcwGO7ttX8MTKYLpoDM3KNa\/amQv8AKIyoc\/eoA+4\/2Zvg5pnwA+Cvw7+E2lyrcw+FdAhgur1F8sX2r3kj6jrN40eXZBd6rdXcyI0khRQFMhORX0BWbaIyZXC4SXZhE27cRgvk+hkaRgowF3kc8k6VABRRRQAUUUUAFFFFAH5pXf8AwR+\/4J032oXmqXX7PAlvr+ee5u5x8WfjlH5s1zK007eXF8TEijDyMTsjjREHyIqoAoan\/BHv\/gnOhyv7OwHOefi18c2Gfo3xNIP4iiigD0T4cf8ABNH9iT4SeKtI8a\/D74I2+g+J9Bkil0jVH8ffFPWWsZIZ1uY3jtNe8capYO6zIr7pbV2IyhJRitfYFn4I8MWGpvrFppvlai9xLdtcG8v5QbmYSLJN5E11JbqzCWQYWFVXdwowuCigDqQqg5AwScnGefy\/zjinUUUAFFFFABRRRQAUUUUAf\/\/Z\" alt=\"\" width=\"96\" height=\"119\" \/><span style=\"font-family: 'Times New Roman';\">Latterly the Japanese physicist Yukawa gave the concept of nuclear force on the bases of exchange of \u03c0-mesons between nucleons. This nuclear force was assumed to be so strong then Colombian force of repulsion between nucleons of a nucleus. Here \u03c0-mesons act as a\u00a0<\/span><em><span style=\"font-family: 'Times New Roman';\">piece of bone between two dogs<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf046<\/span><em><span style=\"font-family: 'Times New Roman';\">Thus a strong attractive force which binds the nucleons inside a nucleus is called nuclear force<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Properties of Nuclear Force:<\/span><\/strong><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"I\">\n<li style=\"margin-top: 6pt; margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\"><span style=\"font-style: normal;\">Nuclear force is short range force:<\/span><\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">This force is applicable only up to distance equal to size of the nucleus i.e.\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"64\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"I\">\n<li style=\"margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt;\"><strong>Nuclear force is charge independent<\/strong>:<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The nuclear force between\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"151\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is same so we can say that it is charge independent.<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"3\" type=\"I\">\n<li style=\"margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt;\"><strong>Nuclear force is strongest in Nature<\/strong>:<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Nuclear force is 100 time stronger then Colombian force of repulsion and\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAYCAYAAACWTY9zAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAALSSURBVEhL7ZY\/SKpRGMYFa8wiMKGEhIgiIvsjCYWLBJHQUG2BheIeTSI0FN2Whgap4U5Zm0aDg1FTQluQGhEIKlFgWEhUhFqRz+19PWpe614sA4d+8Ol5n+ec73s8fz6UoAJJp9O\/f4KVwrcHi8Vi8Pl8ODk5wcPDg1DzJBIJBAIB+P1+7pvlW4MpFApMTU3h7OwMa2trqK2txdHRkXABp9OJzs5OHB4e4vT0FAMDA5iZmWHvW4OZTCbRytDb2wuz2SwqoKamBsFgUFRAPB6HRCJBNBr9OJjb7cb8\/Lyoinl+fsbKygpGRkYwPDyMpaUlpFIp4RZD\/RsaGrC8vCwUcIhIJCIq4Pb2lrXLy8viYJRap9Nxh\/HxcaEW8vLywn2GhoZwd3eHq6srdHR0oKenh72\/oQfp9XosLCwU+GNjY9BoNKy9BoHNZmONyAUjg351a2sr1tfX\/xmMNjP5FCrL9vY2a\/v7+0LJ4PV6YbfbOcDExASenp6EA1xfX\/O+W11dxcbGBqqrq7G7u8teQbCdnR3+zq71R8HUajWamppElYEeSGNos78HLeXg4CAmJyeFAtTV1fGmz0LLWlVVxSuQC\/aW\/wUjr62tTVR5KCzd+CPm5ubQ3d3NbQpB97m5ueGauL+\/Z83j8ZQejGaUvPb2dqHk6erqYi+7j6RSaa5N4yiU1WrlmqDD8Hbpz8\/PIZPJuF3WYH19fewlk0muLRYLmpubMT09DaVSia2tLdazUL\/R0VFotVoYjUYYDIbc2LIGo1NJXjn4dLCWlhah5KFZoddGOSg5GCGXy1FfXy+qDI+PjzxmcXFRKF\/jU8Ho1JB\/fHwsFGBvb4+1cDgslK9RFIzeNw6Hgx9Cxz8UCgknD\/Xp7+9HY2Mj\/yO4uLiASqUq22wRBcFcLhefpPcumsW30NJtbm6yNzs7i4ODA+GUh3eXshL4CVYqlR3s9SNUeVf61x\/SFdTs8c98tgAAAABJRU5ErkJggg==\" alt=\"\" width=\"38\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0time stronger then gravitational force.<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"4\" type=\"I\">\n<li style=\"margin-left: 23.27pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt;\"><strong>Nuclear force is Spin Dependent<\/strong>:<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Nuclear force between nuclear having parallel spin is greater than nucleons\u2019 having anti parallel spins thus it is spinning dependent.<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"5\" type=\"I\">\n<li style=\"margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt;\">Nucleon attracts only neighbor nucleon so nuclear force is saturated force.<\/li>\n<li style=\"margin-left: 23.27pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt;\">Nuclear force does not act along the line joining their centre so it is non central force.<\/li>\n<li style=\"margin-left: 27.93pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt;\">It is due to exchange of \u03c0-mesons between nucleons so it may be called exchange force.<\/li>\n<li style=\"margin-left: 27.93pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt;\">Nuclear force has a small component of repulsive force. Suppose one nucleon at O. when the distance between nucleons is largely the<\/li>\n<\/ol>\n<\/div>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">nuclear force is attractive and small. Now with decreases and becomes maximum then starts decreases and becomes repulsive to avoid collisions between nucleons.<\/span><\/p>\n<div>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignright\" style=\"float: left;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"256\" height=\"124\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">21 Mass Defect and Packing Fraction<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Mass Defect:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is found that the rest mass of a stable nucleus is slightly less than the sum of masses of the nucleus lying into the nucleus. Thus mass defect is the difference between the rest mass of a nucleus and the sum of rest masses of nucleons. It is denoted by<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"28\" height=\"23\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">For a nucleus suppose\u00a0<\/span><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"35\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0the mass of nucleus is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"16\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">, mass of protons is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"36\" height=\"26\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and mass of neutrons is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"86\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">. Then mass defect<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"241\" height=\"27\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Packing Fraction:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The mass defect per unit mass number is called packing fraction.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">i.e<\/span><span style=\"font-family: 'Times New Roman';\">P.F of a nucleus<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"164\" height=\"34\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"font-family: 'Times New Roman';\">If P.F is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"24\" \/><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"247\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0the nucleus is unstable.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"font-family: 'Times New Roman';\">If PF is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"29\" height=\"24\" \/><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"247\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0means some mass is conversed into energy hence nucleus is stable.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">22 Binding Energy and Binding Energy per Nucleus<\/span><\/strong><strong><em><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/em><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Binding Energy:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">Total energy required to separate all the nucleons of a nucleus is called binding energy or the energy which hold the nucleons inside a nucleus is called binding energy.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Expression for Binding Energy:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Suppose an atom\u00a0<\/span><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"35\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0having Z numbers of protons, Z number of electrons and (A-Z) number of neutrons. Now if\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"25\" height=\"26\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is mass of protons,<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"25\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is mass of neutrons and\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAYCAYAAADpnJ2CAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAIASURBVEhL7ZRNq2lRGMfFTKQY+AySj2BgpJSSiYyMfIQ7YCgvyUBJRErIByCiKBkwMJCRkStRJmKCvPvfs56z9j727Xa7OjqTe37l5fmtvZ\/\/XnuvtWX4Qu73+8\/vwJfyHfhy\/rPAer2OSqXCK2Cz2SCdTtOvwHq9RjabxXa75eY5KPB8PkOr1SIcDkMmk6Hf76NQKEClUkEul5NjhEIhqNVq0Z1OJ\/LPIJnhcrmkRslkEh6Ph1y1WiXX7Xbh8\/nIxeNxcrPZjOpnkASORiNqZLPZuAGGwyE5s9nMDZBKpch9eob5fJ4aTSYTboBAIEDuEa\/XC4vFwqvnkARarVYYDAZevWM0GqHT6XgFXC4XKJVK8fY+ixjIGrGZOBwOGhBgYX6\/n1fAdDql4zqdDjcfsMUXi8XgcrlQLpe5lSIGsqXPGuVyORpgrFYrcvP5nBug1WqR2+\/39AwPhwP5Xq8HvV5P5+x2OzpmPB7T2CNioLA4FosFDTCKxaLYXKDZbJILBoPQaDS0LxlsqxyPR\/o\/GAwo\/Hq9Uv2IGMiuMJPJkBSo1WpIJBK43W7cvMN8u91mJ1MdjUbpIhQKBdxuNxqNhjj2O2LgZ2ALzW638wo0M3Zb\/8RLAoXtxF4O7PVoMpkkW+uRlwQySqUSnE4nIpHIX18ILwv8Vyjw7evH133u3l+\/daf705QG3gAAAABJRU5ErkJggg==\" alt=\"\" width=\"28\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is the mass of electrons<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Then total masses of proton\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"58\" height=\"26\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Total masses of neutrons\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"108\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Total masses of electron\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"57\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">And mass of nucleus<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"49\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">mass of atom\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"89\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Now the mass defect may be given as\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"241\" height=\"27\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to Einstein\u2019s mass energy equivalence, the binding energy due to mass defect\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"28\" height=\"23\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"90\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"383\" height=\"35\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"\" width=\"401\" height=\"35\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Where<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"292\" height=\"26\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">And<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"338\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Cambria Math';\">\u27f9<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"322\" height=\"28\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Binding Energy per Nucleons:\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The average energy required to remove a nucleon from nucleus is called bonding energy per nucleon<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"475\" height=\"44\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"331\" height=\"36\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">23 Binding Energy Curve<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignright\" style=\"float: left;\" 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\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\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\" alt=\"C:\\Users\\osho\\Downloads\\CNX_UPhysics_43_02_BindingEng.jpg\" width=\"383\" height=\"294\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">This curve explains the stability of a nucleus. The stability of a nucleus is directly proportional to the B.E\/nucleons. The variation of B.E per nucleon with mass number is as shown in fig. from the graph it is clear that\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(1) The B.E\/nucleon is small for lighter nuclei like<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"112\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(2) In the mass number range 2 to 20 there are some maximums and minimum. The maxima occurs for\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"217\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0indicate their extra stability from neighbor elements<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"166\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(3) The curve have broad maximum close to value\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"137\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0from<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"146\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">. It has a peak value of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"137\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0for\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"59\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(4) As mass number increase further then B.E\/nucleon decreases and becomes\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"141\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0for<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"59\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Importance of B.E Curve:<\/span><\/strong><\/p>\n<ol class=\"awlist5\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 54pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-style: italic;\">The lower nuclei having small mass number are less stable, to acquire stability they combine to form a nuclei of more stability, which is responsible for nuclear fusion\u00a0\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"28\" height=\"24\" \/>.<\/li>\n<li style=\"margin-left: 54pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-style: italic;\">The heavier nuclei also have low B.E\/nucleon so less stable, to accrue stability the breaks into lighter nuclei, this is responsible for fission<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"32\" height=\"24\" \/>.<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">24 Radioactivity:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The phenomenon of spontaneous emission of radiation by a heavy element is called radioactivity. The element which shows this phenomenon is called radioactive element.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">In 1896 Antoine Henri Becquerel noted that an element U-235 gave some invisible rays that can penetrate thick black paper and affect a photographic plate on the other side. After several months later Pierre Curie and Marie Curie showed that polonium and radium\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"191\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0are much more radioactive then uranium. They called Becquerel says to more emitted by radioactive elements.\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" 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\" alt=\"\" width=\"255\" height=\"264\" \/><strong><span style=\"font-family: 'Times New Roman';\">24 Nature of Radioactive (Becquerel Rays) Rays<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Rutherford and Billiard performed a experiment to analyze the radiations emitted by radium. The experiment consists of a lead cavity having small hole. A small piece of radium is placed in hole from which radioactive radiations are emitted. A electric field is applied by two plates and seen that<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 15.5pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt;\">Some rays went at small angle toward <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"24\" \/>\u00a0plate; it means it is consist of <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"46\" height=\"24\" \/>\u00a0charged. Small particle called \u03b2-particle or \u03b2-rays.<\/li>\n<li style=\"margin-left: 15.5pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt;\">Some rays went at comparatively large angle toward <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"29\" height=\"24\" \/>\u00a0plate; it means these rays (particle) have <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"54\" height=\"24\" \/>\u00a0charged called \u03b1-rays or \u03b1-particle.<\/li>\n<li style=\"margin-left: 15.5pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt;\">Some rays went straight without any deflection by electric plates, which show that they does not have any charge and called \u03b3 rays.<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Properties of \u03b1, \u03b2, \u03b3 Rays:<\/span><\/strong><\/p>\n<ol class=\"awlist6\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 58.5pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Properties of \u03b1 Rays:<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">These are double ionized\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"58\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">charged\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"23\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0nuclei.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">The velocity of \u03b1 particle is of order of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"37\" height=\"33\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0of velocity of light.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They can affect a photo graphic plate.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They ionize the gas through which they pass.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They can penetrate a aluminum foil of thickness 0.1 cm.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They are scattered while passed through thin metal sheets.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They can cause artificial disintegration of an atom.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They produce heating effect when stopped and cause fatal burn on human body.<\/span><\/p>\n<ol class=\"awlist7\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"i\">\n<li style=\"margin-left: 58.5pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Properties of \u03b2 Rays:<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 22.5pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They consist of fast moving electrons of nuclear origin and have\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"29\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0charge.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 22.5pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They may travel up to 99% of velocity of light.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 22.5pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They affect a photo graphic plate more strongly than \u03b1-particle.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 22.5pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They can ionize a gas but their ionizing power is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"25\" height=\"33\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0time to that of \u03b1 rays.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 22.5pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They perpetrating power of \u03b2 rays are about 100 times to that of \u03b1 ray.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 22.5pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They can penetrate the aluminum foil up to 5mm.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 22.5pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They range of B particle in air is much more \u03b1 rays.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 22.5pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They can be easily scattered by atomic nuclei due to their small mass.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 22.5pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They \u03b2 particle emits with a elementary particle called neutrino.<\/span><\/p>\n<ol class=\"awlist8\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"3\" type=\"i\">\n<li style=\"margin-left: 58.5pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Properties of \u03b3 Rays:<\/strong><\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They are electromagnetic waves having wavelength less then x rays.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">\u03b3 ray do not carry any charge so are not deflected by electronic or magnetic field.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They travel with speed of light.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They affect photographic plate even more strongly than \u03b2 rays.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They ionize gas slightly their ionizing power is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"41\" height=\"33\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0times to that of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0rays.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">Their penetration on power is 10000 times to \u03b1 ray and can penetrate iron block up to 30cm.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They defect like\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"35\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0rays by a crystal.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They eject \u03b2 particle from substance on which they fall.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">They show pair production i.e.\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"121\" height=\"24\" \/><\/p>\n<h4 style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">25\u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">Soddy- Fajan\u2019s displacement laws\u00a0<\/span><\/strong><\/h4>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Or law of Radioactive <\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">disintegration\u00a0<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>m.imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:-\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to Rutherford-Soddy theory when a radioactive disintegration occurs, then \u03b1 or a\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0particle emits. The original nuclei called parent nuclei and the nuclei after disintegration is called daughter nuclei. They gave two rules to explain nature of radioactive reaction.<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt;\">The algebraic sum of charge before the disintegration must be equal to total electric charge after disintegration.<\/li>\n<li style=\"margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt; font-style: italic;\"><span style=\"font-style: normal;\">The sum of mass numbers before disintegration must be equal to total mass numbers after disintegration<\/span>.<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">On the basis of these rule Soddy and Fajan gave displacement law for radioactive disintegration which are as below:<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"I\">\n<li style=\"margin-top: 6pt; margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt; font-style: italic;\">When a \u03b1-particle emit during disintegration then atomic number of daughter nuclei decrease by 2 and mass number decrease by 4.<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">e.g\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"197\" height=\"24\" \/><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"I\">\n<li style=\"margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt; font-style: italic;\">When a <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"16\" height=\"24\" \/>\u00a0particle emit during disintegration then atomic number increases\u00a0 by one and mass number remains same<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">e.g:-<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"181\" height=\"24\" \/><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"3\" type=\"I\">\n<li style=\"margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt; font-style: italic;\">The emission of a <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAYCAYAAADKx8xXAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADtSURBVDhP7ZExCoMwGIVzCRFHFyfBMzh5BGdn557CQVBcnBTcvICb5\/AGOrmIk\/pKfjQVI9Z2K\/SDQN5LvvBDGL7kL17wa+I8z8jzHE3TULknTVMkSUJ39rCu66DrOjzPA2MMPG\/EcUxdWZZr80KMygV+ib\/OmaYJhmHAdV3KR4Q4jiOJQRBQzrIMmqZhGAbKR05FvldVFXVdr6cykhhFEcIwhO\/768k5klgUBUzTpHyFJCqKcjnihiQ6jrM21wixbVsS3424IUT+X\/zf7kLiNqZt21TegcS+72FZFqqqovIOYtRPYcuyPD5fy+MJzNXd95hilOgAAAAASUVORK5CYII=\" alt=\"\" width=\"14\" height=\"24\" \/>particle does not change the mass number or atomic number of the radioactive nuclei.<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">e.g:\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"131\" height=\"24\" \/><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"4\" type=\"I\">\n<li style=\"margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt; font-style: italic;\">No individual atom can simultaneously emit both \u03b1- particle and \u03b2-particle.<\/li>\n<li style=\"margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt; font-style: italic;\">A\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAoAAAAYCAYAAADDLGwtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAD4SURBVDhP7ZA7ioRAFEXVxMh9CAauQUNNjdyAbqDBdQjGhmYmJuIKXIIIJiKCkRqJH7yDrwt7GmV6Jp8DBXXvO1RRxeGX\/Is\/8jdxXVeEYYi6rqn8ThAEiOMYXNd1kGUZlmWB4zgMw8AUwDAMCIKAtm1fV5dlSWKWZZSXZQHP8\/B9n\/IpjuNIYpIklB3HgaIotD+4Ffu+hyiKmKaJTW\/ENE1h2zaiKGKTJxfxeKGu69i2jU2eXERJklBVFWtfXETP81jzzikWRUHiPM+seecUTdOEpmksXSHx+I7jNNd1qbyDxKZpoKoq8jyn8o7z6k9w+74\/Pq\/98QXZwGUyYFPajgAAAABJRU5ErkJggg==\" alt=\"\" width=\"10\" height=\"24\" \/>\u00a0particle emit after emission of\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"24\" \/>\u00a0&#8211; particle or a \u03b1-particle<\/li>\n<\/ol>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">26. Radioactive Decay law<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0m.imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:-<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">( this topic is a part of law of radioactive disintegration)<\/span><\/strong><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to radioactive decay law,\u00a0<\/span><em><span style=\"font-family: 'Times New Roman';\">the rate of disintegration of a radioactive substance is directly proportional to the number of atoms remained un-decayed in the substance.<\/span><\/em><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Suppose initially at<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"44\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">, the number of radioactive nuclei are no and at time<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAYCAYAAADOMhxqAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADcSURBVDhP7ZEhDoMwFIarUIRDcA0sB4A7YHEbmjMQ0FwCHMGi0ChwJAgUCQmC9R+8dcnE2m5uYn\/ymvx\/+rXvtQxfiHN++wM6aYFhGGDbNpZlIa8FgiAAY+zcSF4JbNsGy7LgOA6yLKMax\/E90DQN0jSl06MoQp7nVMobqqoioO97kWhaCsOQgLO1p5SA67rwfV+4h6TAvu8wTZMGfZUU6LqO2qnrWiTAuq5yoCxLAoqiIO95Htq2lQPHexNgGAb9RRzHlCuHnqYJSZJgnmeRaIB3+lXgWK6fF7\/cATM7MrB4\/wmyAAAAAElFTkSuQmCC\" alt=\"\" width=\"12\" height=\"24\" \/> <span style=\"font-family: 'Times New Roman';\">the number of radioactive nuclei remained un-decayed are<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"18\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Then according to decay law<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"42\" height=\"34\" \/><span style=\"font-family: 'Times New Roman';\">\u03b1<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAYCAYAAADKx8xXAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAGESURBVDhP7ZKvq8JQGIYHiklETGoyqGFhQfwbRMwWmWFBECwmuyBmwSyCCFb\/AcVoESyC+KMZBLVoUBi6997znW9zGi5424X7wIG97znPzs42Bb\/kX\/wBR3w8HqhUKkilUjROpxPPyLlqtUp9LpfD+Xx+3fFwOEBRFBrD4ZBbyX6\/p3673VJ+EReLBRKJBFRVRTqd5layXC4Rj8c5vYn9fh\/FYhGGYdDdxSPZ9Ho9ZLNZTm9iqVRCvV6nnYU4Go14BshkMmi1WpxcomVZCIVCmE6nlGOxGCKRCF3f73e60Xq9pixwxOPxCK\/Xi+v1SlnXdVpsmiYulwv8fj\/1No44m82gaRonYLPZkCje7mq1QjKZ5BmJIzYaDeTzeU6ScDiMYDCIZrOJQqHArcQRo9EoBoMBJ0m5XKZdxVnH4zG3EhJvtxst2O12VNqIs4ne4\/HQWd2QOJ\/PaYH7u9n4fD4EAgFOT0hst9s0ut0ulW4mkwk6nQ6nJ84ZP+Uvid\/\/aO3zYdW+AKrGpzEvIBzqAAAAAElFTkSuQmCC\" alt=\"\" width=\"14\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFQAAAAiCAYAAADBEP4dAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAUqSURBVGhD7ZpZSFVdFMc1S33QCgcQxUKCQhAHHHEKAt9UAgsxHEFxAgVFfXNOTNEQIXvIEsMSCtIgTfHBBxFBcEJNSXHAUprMcix1ff7X3ed2vHrlGsaHnPODLXuvffdF\/2fvtfZaRyNSOTF2d3c3VEFPEFXQE+ZIQbOzs8nX15dGRkZ4vLa2Rn19fdzkTE1NsW14eFhYlMuRgn748IGMjIzo69evPN7a2qLz58+zbXBwkG0AQsL25s0bYVEuRwra3t5Obm5uYqTh4sWLFBYWRh4eHsKiEd7T01OMlM0BQefn56mmpoaePn1KaWlplJOTI2Y0mJub08LCApmZmQkLUWtrK6WkpIiRstEKuteh+Ph4ysrKok+fPtHQ0NCBY7y4uEh+fn78Wcw9fvyY7VjT0dHBfaWjFbSnp4cuX77MRiD5z6WlJWEhKikpoba2Nu6XlpbSlStXuH\/p0iVaXV3lvtLRCnru3DlqbGxkI2hqaqJr166JkQYnJyf6+fMn9799+0bGxsY0OTlJrq6ubFORCYrdODo6ysaNjQ2ys7Oj1NRUHksgwm9vb4sRkampKQUHB1NUVJSwqOzboenp6fT+\/XuKjo6mmJgYevDgAY2NjdHHjx9ZbHd3d14kgVsAHoTkBlRkgk5MTJCPjw\/FxcXxBALOzZs3qbu7m3Z2digwMJDnx8fHeR78+PGDbbifnnZwKn\/\/\/i1Gf49WUCWDeIGTBpeGm4wuELuoqIgbTq0uZWVl2nnFC9rV1UXXr1+nhw8fkoWFBT169EjM7Kezs5NFR0NAloNTDDvu8IoX9MuXL9pAe\/v2baqoqOC+Lq9eveLrIYSrrKwUVg2S2HtiqoLKQbanT1AEacwh9Q4KChJWDaGhoZSRkcF9VVAZuCYeJiiCMnYgikDwk+jLfa2zszP19\/dznwV1cHCgf9X0kZeXRxcuXDCo3blzR6z6dwwMDJCJicmhgiKZwZ0bR1pKyRGIJPA7fv78mfvqDt3j169fZGVlxUIdJijScPhPCVtbW\/Ly8uI+asFYh+8Ap15Q7BTUFQxtvb29YqUG7Lpbt26Ro6MjJSYmHipoYWEh37cl8vPzWcTp6Wmqrq6mkJAQMfM\/CoqkAIUXQ9ry8rJYdZCXL1\/SixcvDG7v3r0TKzU8efKEs0QkLAhKz549EzN\/gHiI8hJIgmCrqqpiMevr68XMMQWFn8GrjqP+QEO5d+8eF68NaZmZmWLVyYLCDoQpKCjgcWxsLD1\/\/pz7EghIKAJtbm4KiwYXFxdOxRGQpBoIOJageLpnzpyhlZUVYTm9rK+vk729\/b43DxEREdojL6Wh+JylpSX35cAN4GGgff\/+XVj\/4sgjEspB1vD27VsxOh1g1+Go4u0DshuJhIQECg8P55OYlJTENtSAbWxsuC9nbm6OxZQHK3AsQVFVwpdI7C3m0l1ycrKwnA4QmPAODGLJQWXN39+f7dihqKbhcwhIeC2kS2RkJN2\/f1+MNBwpKNKyGzduUG1tLTdEwvLycp7DNQEFaQiMVAzBQe5LlIpeQeEnUX3BU5NA8QBRV2J2dpasra3FSAXoFRROF1FPAs4Zu1Ee7Zqbm\/kfIVT+oFdQXAsaGhrEiCg3N5fOnj0rRhrw+kPXhygdvYLivXtdXR33X79+TQEBAVwYAIiS8KHYsbjwwoG3tLTwnNLRK6hUVfH29uaAg\/QMBY3i4mI+\/nsL6erVq+xXsZt1UzqloldQgBKV\/H0RgpAciDozMyNGKoAF3ftxV20n1XaL\/gPy+sr\/DKJIWwAAAABJRU5ErkJggg==\" alt=\"\" width=\"84\" height=\"34\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"20\" height=\"34\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE8AAAAYCAYAAAC7v6DJAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAQxSURBVFhH7ZhJKIVtFMevqYTMLBQL00KhlChFMqyQzCQbNoYNIQsLSVIWMoWlJMNCFijZCVEsZIHMmckUMjvf9z\/O5br3GuK+X1+5v3q77\/m\/zzvc\/\/s855x7VWTkpyQazfs5RvN+gdG8X2A07xcoa97c3Bytr69L9DUTExOvm5I8PT1RZ2cnhYSE0PHxsagvzMzMvN4\/NjaWioqK6Pr6mmMtlDMvKSmJVCoVmZqa0srKiqifg3E4x9nZWRTD8\/DwQGFhYZSQkEBnZ2eivmFra0u5ubm8D5P7+\/vJzs6O1tbWWNNAGfMaGhqotbWV9vf32YzS0lI58jUY7+vrK5FheX5+pqioKAoICGBjtLm4uKCSkhKan58X5YWRkRE29fT0VBRGGfPwdtWUlZVRQUGBRF8D82pqaiQyLKurq2RpaUm3t7eifA+YHh8fTykpKaIwyheM+vr6T83b3t6mtrY2WlhY4BjmbWxs8L6hMTExIS8vL4ne09vby6sFm75ZOTY2xs+2ubkpyn9gXnJysl7zsATwRZycnKi9vZ3S09P54TAzlALXHxoakkgXFxcXLiL6uLy85POrq6tFUdi80dFRvqG2eVjW\/v7+FB4e\/u4tY6yjo6NEhmVra4uvf3NzI4ouNjY21NjYKJEuPj4+lJGRIZGC5h0cHHClRWXTNq+jo4O\/CHKQJtBycnIkMixIDebm5hLpgiKB+y8tLYmiCyq0n5+fRB+YhySPC313i46OljPfwAyKiIjQm\/MiIyMpNDRUohfQS+Fa6A2VAOZZWFhIpEtlZSXf\/\/z8XBRdUDC+NO+3ZGdn84M8Pj6yeV1dXXKE6P7+no8VFxeL8gKaUehK8ZV5MTEx3M\/pKxZqFDcPTSVMmJ2d5Rg5oq6ujvcBOnocx+xWc3R0xEtKSfNQLVFtP8LT05Py8\/Ml0k9wcDCvGsGw5u3t7ZGVlRXl5eVxbwTi4uJel+3Ozg4nbJiE\/AEODw8pMDCQl7javN3dXf4EqMrIm1VVVaIQV2ZoanBdxOXl5aLocnd3x9dfXl4W5T041tPTw\/ton\/SBmVtYWCiRAc3Dw3l4ePBDXF1diUo86xwcHKiiooJqa2tZy8rK4nFYJmZmZpxnXF1d+eGQexITE3kcgLkYm5mZKQqRt7c3a2pQeBDjRX0GxminCzXW1taUlpZGQUFB1N3dLeob6nsMDw+LYkDzJicnqampiRYXF0V5ATmkpaWFTVCDWTk4OEgDAwOvMxSfOB+zVxvkTs1chH1ommiP0Qfyqpubm0TvgTm4\/0etDHKmvb29RIwyBeP\/Cn6WYaZrzJ5voe4E0GJp8LfMA1NTU7xEtXvMj0B3gFYsNTVVlFf+nnlgenqa3N3deZkiV3\/E+Pg4\/8OjUSQ0+ZvmAcyovr6+T\/9haW5uppOTE4l0SFT9m6jLjNtPtmeffwD5r2idl7IFJAAAAABJRU5ErkJggg==\" alt=\"\" width=\"79\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Where \u03bb is constant of proportionality called\u00a0<\/span><em><span style=\"font-family: 'Times New Roman';\">disintegration constant<\/span><\/em><span style=\"font-family: 'Times New Roman';\"> and\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"33\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0sign indicate that the atoms are disintegrating. Integrating both sides\u00a0<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">we get <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"178\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Here <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAAYCAYAAAAoG9cuAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADcSURBVDhP7dA\/rkRQHIZhkQiRKLQ6lR2IDek1YgUSG1DqKRUaG7ADC6BQaSQEwTfx3T8mk3snN7eYat7kJM7PwxEC\/tAb\/ROt64o8zxHHMcqyxLIsF9r3HZ7nQVEUBEEA13UhCAKqqrpQFEVQVRV9339OANu20XXdBxqGgU+FYcibjxFlWQZZlvk9P0VkmibXbxGdR1mWxcFX4zhi2zZeEzmOA03TMM8zh03TwDAM1HXNPVHbtnybJEnQdR2iKKIoCoIzorNpmpAkCdI05T+77xs969XoOA7\/+Tr8G9gnFqv9cFACAAAAAElFTkSuQmCC\" alt=\"\" width=\"9\" height=\"24\" \/> <span style=\"font-family: 'Times New Roman';\">is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"11\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0constant of integration\u00a0<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"152\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">So from eq. (ii) <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGAAAAAYCAYAAAAF6fiUAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAVPSURBVGhD7Zh9KJ19GMfZpobNQl5mT4gsm8wUYcYQS2mNRclaWyyaNFkz+8MfaBkLQ15rNWMrNX+Z0sqMjDVkacNosfKy1malYfMy1+N7nd99zu2wc3geOWrnUz\/u6\/rdL9e5v7\/7uq77NiA9OmNlZSVQL4AO0QugY5QCfP\/+ncePHz94Qs\/OoBQgISGBDAwM6OzZszyhaz5+\/EhFRUU8mpubhVfBwsKCcu7hw4fCu7uZnZ2lxsZGZdwvX76kb9++qQT49evXrhIAJCUlcUympqa0uLgovApyc3Pp0KFDNDExITy7l\/Lycv4dUVFRVFhYSNHR0Wxfu3ZNJQB+4G4TICUlhU6dOsVxDQ4OCq8CrCJfX19h7V5u377N8T9+\/Fh4iH7\/\/k0eHh7U0NCweQF+\/vxJHz58oPn5eeHZmLGxMd5PPj59+iRmt8aZM2fo2bNnHFdGRobwKnBzc6Pq6mph7U5GRkY49uzsbOFRMTw8zPVWqwBITS4uLhQQEMA5zNHRkezs7NYJUVdXRwcOHKC7d+9SRUUFn2vPnj0UHh5OqampYq\/Ns7S0xMePj4+Tn58f7d27l31geXmZz\/\/lyxe25bx48YKsrKzI0NCQ97GwsOBz6AJbW1uOe\/UmC896tApw8uRJ8vf3F5YC7Gdvby8sYiXhq6mpER6i+vr6P96kzfDu3Ts+HqDQYnt0dJTtubk5zv\/qPH36lPfr7e0VHiInJyc6cuSIsDQDgSHcZod6WpSDGBHLrVu3hGdjNArw+vVr9rW2tgqPgtraWvb39fWx3dTUxLZ6QPA9evRIWFujrKyMzp07JyzilXTx4kXebmlpIQcHB96WQJeB66k\/bffu3WP\/TnPnzh2+LuLShEYBcnJy2DcwMCA8CtB5wF9ZWcl2R0cH221tbWwD1Az4Xr16JTxbIy4ujtOZhLu7O58P6Sc+Pp4SExPFjILS0tINY83KymLxdhpXV1eORxsaBbhx4wb7UFjlSAIUFBSwjUf38OHDdP78eWWejo2NpX379vH2VsFNRop58+aN8BB3DLjm1NQU\/+\/p6REzCmJiYtiP3yHHxsaGrK2thaUd6YV0MwNx\/gk8oYhHGxoFKCkpYZ88pwKsMvjlKx7FD52Jj48PHT9+nC5dukQzMzNidi3Ij6gNqxcXnrWgaOL8aADkmJiYsLAozup4e3uTp6ensFTgPBEREcLSDBaPs7Pzpge6nD+BuoNra0OjAGgf4cvPzxceBcnJyXTw4EHlav\/69St3QEg7mpicnKTLly9TcXExp4YTJ06sW7Hg+fPn5OXlJSwVaAgQD4RQJzQ0lIWXI6UfvHHuNEePHt1QAHSIV65cEZZMAKlqBwUF8YQE8i38Ujpob29nW\/5i0d\/fzz6sfggoDaQFaZVMT09zWyYVbmmVb\/RecfXqVbpw4YKwVHR2dvIxG4kjtb54b5BsdCr4rwuQJfCkXr9+nW08zahpiPHBgwfsA0oBkDICAwMpODh4zfcVvLWhC8LKjYyM5Lqg\/ughlYSFhdGxY8f4HNLAxYyMjHgffDo4ffo0C4BtFNXu7m6ek5OZmcnHGRsbU1VVlfCqQF1BPVAHMTx58oQsLS35eLzuqxfkneb9+\/f8\/oR4MEJCQrixwWKUUArwf0hLS+OTQyw5nz9\/5gsPDQ3xDc\/Ly+N0hdZMfd+\/lW0RAMX35s2bwlIhfeAD+G6D1S1x\/\/79dcX9b2RbBMBLB4odUhcKHlq0rq4uThfopMDbt2\/JzMyM9u\/fT+bm5tw16dkmAYD0vTs9PZ0HPkXo0c62CaDnv6EXQMewAKt\/0vVDV2Pln38BZM+85i8YuNMAAAAASUVORK5CYII=\" alt=\"\" width=\"96\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Then the eq. (ii) becomes\u00a0<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"54\" height=\"24\" \/><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"351\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"108\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Taking exponential both sides\u00a0<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">We get<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"132\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0 \u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"161\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">This eq. represents the radioactive decay law.<\/span><\/em><span style=\"font-family: 'Times New Roman';\">\u00a0It gives the number of active nuclei after time<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAYCAYAAADzoH0MAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADmSURBVDhP7ZI7CoNAFEVFsLJyDdYuQbBwBe7DUsRNCBZip9twC4pg6wbsRMFPo+BNfA6xCrwkVUIOvOLeYQ4zw0j4kL\/g6wR1XcMwDJFOXhIEQQDLskQ6YQuGYYAkSTBNE3Ec03RdxxPkeY4wDEng+z6yLKOZ55l\/grIsIcsypmkSzQlb4LoudF0X6YIl2PcdmqbBtm3RXLAE67rS\/dM0Fc0FSzCOIwmapqG8bdvjLViCoihIUFUVbXYchz7VAUuwLAsJFEWBqqqIokisMAUHbdsiSRL0fS+aE7bgGb8guP8y7\/3ZvRsfXLGkawJVrQAAAABJRU5ErkJggg==\" alt=\"\" width=\"16\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/png;base64,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alt=\"\" width=\"233\" height=\"174\" \/><span style=\"font-family: 'Times New Roman';\">The graphical relation between un-decayed nuclei and time is as shown in fig.\u00a0<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-left: 36pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"font-family: 'Times New Roman';\">The disintegration is fast in the beginning but becomes slower and slower on the passes of time.<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-left: 36pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"font-family: 'Times New Roman';\">Radioactive substance decay completely at infinite time.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Radioactive Decay Constant or Disintegration constant<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">If<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"40\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Then\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"100\" height=\"31\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0 \u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"284\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">Hence decay constant or disintegration constant may be defined as the reciprocal of time during which the number of active nuclei in a sample reduces to\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAAhCAYAAAALboFLAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAEDSURBVDhP1ZM\/rkVAFIc17ECpsQErUChsQK1TWISCWmUHOp1OLUKi00psQIFEREMk87tvJq7rvvuvesm7XzLJzMl3zsxJznD4ACFE+0NpGAbM87yffknruiIIAnAch7Is9+hJatsWlmUhjuPX0pVpmr5TGseRSUVR7JGTtCwLTNOEJEnHMgwDTdM8VnrGv5Voyx\/WF3e371\/yVKI\/pa5rdF3HzncSnQTbtuE4DrIsgyiKqKrqJv1soKoqPM9jCRRZlpGm6U3q+x48zyNJEriuC13XEYYhSz6kKIpYJv1\/dITPHBKtQKfxSp7n7G2UQ9q2DYqisCsFQYDv++yqO+kdhBDtAgjrEGW7XFG9AAAAAElFTkSuQmCC\" alt=\"\" width=\"9\" height=\"33\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0times of initial value.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">Unit: the unit of decay constant is\u00a0 <\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"37\" height=\"24\" \/> <em><span style=\"font-family: 'Times New Roman';\">or\u00a0 <\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"55\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0 or <\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"55\" height=\"24\" \/> \u00a0<em><span style=\"font-family: 'Times New Roman';\">or\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"74\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">27 Half Life<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0 m.imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The time duration in which half of radioactive substance remains un-decayed is called half life a radioactive substance<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Expression for Half Life:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Suppose at\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"44\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0the number of radioactive nuclei present in a radioactive sample is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"23\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and after t time the number of radioactive nuclei remained un-decayed are N.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Now at time<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"64\" height=\"31\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The amount of substance\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAADcAAAAhCAYAAAB9VDPAAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAANxSURBVFhH7ZhLKC5hGMfJbSM7LGwUiY2IEJEVpexkaYEsbKTsLFigiAWxkdxSrJQSpSxILkluC3JNsRByTQj\/4\/\/MM3PM5\/sOZyEzp\/Orp3mf\/xjN\/5v38ryvH\/5h\/ptzK443l5+fj\/T0dGxvb6sCLC0tiVZYWKiKdxxvrq6uDrGxsUhNTVXFwM\/PD8fHx5p5x\/HmsrOzMT09LWZMrq+vERMTo5lvHG8uOjoad3d3CA0NxcjIiGgbGxvSXT\/D0ebOz8+RmJgo7erqajFIWltbMTAwIO0\/4Whz\/f39aG9vl\/bT05N0zfv7e8TFxeHm5kZ0k52dHVRVVaG7uxuvr6+iOdocZ8P19XXN3l72zRwNREVFqWIwOzuL0tJSMbW6uorAwEDRHW2O4+329lYzYGZmRgympaWpYlBUVITR0VHNgKCgILk61hxflkaOjo5UAV5eXkQbHh5WxSAnJwfz8\/OaASEhIXJ1rLm9vT2J09NTVQyoPTw8aGZQUFCA8fFxzYDg4GC5WubYX9mfk5KSJA4PD\/WOQX19veisDA4ODlR1BoODgyguLhYPi4uLyMzMFN325S4vL+WzMzjdekJ9YWFBM2fBpaGlpQWNjY3SfYnN3O7urgzijIwMJCQkqPqbgIAAbbkDm7mJiQlZ+VnP8Suxf5usra1Zfdkt2MyxCigpKRFTNNfZ2al3gIqKChm4bsJmjt1uampK2snJybZuGBYWhuXlZc28w1LJHLOfxdDQkD7lHW\/P\/HXo\/8LV1RX8\/f2tabampkb+gGUNMdcON2GZ29rasm0juHjSHGcfGmbbbVhvzAI1NzdXMwOWOTTV09OD8PBwVX0zNzeHycnJL8XJyYk+9X1Y5uLj49HV1aWZQXNzs5jjWOrr61PVN1zoy8vLvxRcbL8bMff4+CgmPLftLFpZhPLe2dmZqj8HK6PKykq0tbWhqakJeXl5GBsb07sfEXOsOmjAs44j5gzoWc\/9BBw6ZWVlmhllF9\/t4uJCFTtirqOjQ6K3t1fE93Ac8Z65AfxJ+AM\/Pz9rBtnr0ZxnHWxijTk30tDQgKysLJ8\/vGvNbW5uIjIy0raZ9cSV5vb39xEREfHpPOA6c5y1WS19ZYJzlTmOLR7+vD964HHEysqKZnZcZa62tla2XSkpKVZwtuQhrTdcZY5FhrfgmeZHgF\/+so\/\/D3t7+gAAAABJRU5ErkJggg==\" alt=\"\" width=\"55\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Now from<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"99\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">We get\u00a0 \u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"122\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"90\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"78\" height=\"28\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Taking log both sides we get<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"168\" height=\"31\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"94\" height=\"39\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"266\" height=\"44\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0 \u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"94\" height=\"38\" \/><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">Thus half life does not depend upon the quantity of substance present initially and depend only on disintegration constant.<\/span><\/em><\/li>\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Half life of a radioactive substance tells about the stability of a radioactive substance.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Larger the value of half life, larger will be the stability of radioactive substance.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">There is no effect of temp and pressure on<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"43\" height=\"31\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"34\" height=\"31\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0Of<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"183\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"34\" height=\"31\" \/><span style=\"font-family: 'Times New Roman';\">Of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"174\" height=\"24\" \/><\/li>\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"34\" height=\"31\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0Of thorium<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAAAYCAYAAADtRY\/6AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAexSURBVGhD7ZpXiFRLEIbXnBHFjAEVfTELZjDnB0XFjAFRQUXFgBEVjA8qKibELBgwoWJAFBOYcw5rzoo5x617v5puPTNzdmbO3ruj13s+aHa6uk7+u7u6ehPExydO+GLziRu+2Hzixi8V2\/Pnz+X8+fNy6tQpefz4sbH+5NWrV3Lp0iVtf\/TokbGG8+3bN\/X5\/Pmzsfj8jvwysbVt21aqVasmFy9elP3790v69Oll2rRpplVkwoQJUrRoUTl79qwcPnxYf48ZM8a0BrNmzRpJSEiQO3fuGIvP78gvE9vEiRPlyZMnpiYyYsQIyZAhg6mJLFu2TK5cuWJqIrNmzVJBvX\/\/3lgC3Lt3T6pWreqLLQKM\/MwMlGfPnhlr\/IlJbO\/evZNOnTpFLUx5gwYNkrx588rDhw\/N0bHB8RkzZjS1cAYOHCjFixfXF2f5+vWrlClTRq8Vb7Ft27ZNunbtKvXr15emTZvKyJEj5cuXL6bVHaZ5\/Ddv3mwssTF69GjZtWuXqXnn48ePMnnyZH1HQ4YMMdb4E5PYNm3apDc6c+ZMOXDggIwbN07rW7Zs0Xq3bt20vnbtWlm1apX+9iK2T58+6aiWmJhoLD\/hRU2ZMkUaNWoUFrd16dJF9uzZI69fv9ZrxktsRYoUUYExqgLTPNevXLmy1pOjRo0a6rdgwQJjiczevXulcOHCegzv9Z\/AvXKerVu3Gkv8iUlszZo1U0FZ2rRpI3ny5DE1kePHj0vOnDklKSlJ6zyUF7GVLVvWtecyzS5evFg6dOggFStWlAsXLpgWkUOHDukHhwcPHug1ERsdI7UZMGCAPH361NQCEH+mTZvW1MKZP3++1K1bV32iiY3OR+fq1auXjpj\/htgYTTnP3bt3jSX+xCS2Hj166MoRvn\/\/rjeNQCzEVqNGjTI1b2JjNGB0isa8efMkU6ZMukIFPlqfPn2kf\/\/+0r17d71m+\/btJUuWLNoeb+iQ3IMb3DMhAiNwunTpooqN6daO8idOnNDzpkRsb968+RH39uvXT8\/D93ODUMkZIzOjOPnw4YPcvn3b1AK8fftWBwAKIY0TOiP2+\/fvG0uMYnPCi+Cmic2Sg3Yrtty5c2txo3HjxrJw4UJTi8zNmzf1vHaq5OFsobfSho8zposnrKYLFSpkasEw6m3cuFF\/xyI2JykR28uXLyVHjhySNWtWadiwoXZSxM6MFAoLLnzppIymPAdxMNkCS4sWLaRJkyZ6H86MATFq69at1X79+nW18S04Fza+L38JkRCvZ7FxUk5w8uRJYwmHdkRhA34WDtic6p87d6707NkzSDQ8qKVmzZqyc+dOUxOZMWOGtrv1TDuNhvY8J0zxfOhYy+nTp82R0SFXyPV5zlAmTZoktWrVMrXUF5sdDHr37m0sokLHRkjihHeCndjXcvDgQbWx+recO3dO\/6ZJk0by58+vvy2EV\/Xq1TM1kRIlSkjHjh1NLSB82wk9i43pMtKqEbjZ0GkUW7t27UxNpFSpUlKgQIGgQjBsWbFihQbizZs3V+HxUG5JW0TKSpbjWenFG6Yfno3FUyi2wzkXNvhasYWmcdzwKrZixYoFxdOwfv16PUdoBypZsqRkz57d1AIcPXpUfc+cOWMsPxk2bJiOghY6PrPWjh07jEU0Y8B3cxsUPIuNG8mXL5+puYNPNLH9CRDHZMuWTUfoUOgETJ+kHFjo2MJ7mDp1qhw7dkwqVKhgvJPHq9jwnT17tqkFIHWCnY7hhJFq+vTpphaAGQTf0JgNSLDTZjv9vn37pFKlSvrbwkKE0Ru\/GzduGGuAFImtSpUqpuYOPr+j2G7duhVzYUUYCWLDggULSt++fY0lmMuXL0u5cuXCCu+B4\/jduXNn4508XsRmp3O7iAKmSmKw6tWrG0sAG9owzVnwJUHOTOIGMRrHsOODL9Onc1Sz8P7Kly8fdt+exEZP5gTR0gv4\/G5i4+UQO8Varl69ao50p2XLlurnnC74cM4P7QbvIbViNs6LrxObI3VmC2DJkiVhvggH2+DBg40lGJ6VdrYNjxw5IrVr1zYtAUKfnZE9V65cpuZRbKtXr9ahN1qmnBv6k6fRlStXaijhjLkQM6u97du3G4s7vIdQsZEmIFfp9s8IXsTG98HXbgOSbGahgG3Dhg1qs51j3bp1arfXZMHHjgg2u3J2i7sI9kl7lS5dOixnR\/znPIYFnjMm9CQ2LsR8HA1u+E8VG7EY23EE4vRsW+zuwLVr14xnOHbVPHToUGMJQPoHu3MFCOTJWCDRRh7POeW5gfjxZcXIyIsg7DXZa2bnZ9GiReprZykWE61atdLnYSGDjc7A3vWcOXPU1wkpL3zGjx9vLAGIz7BzHFkBYlLuo06dOsbDg9jGjh2rwyKFfUo3WJHR47kohZ7OCyN\/47T9l0FMLAiSK6Fbak5IQls\/544JW37Ydu\/ebSyie5jW11lChRrK8uXL9Rux84CgGHFJfJNvY6uKuoURGt\/hw4f\/8EVMDRo00EDf6WtBrKw4Q+E7k1phdOScnGPp0qVBeU9PI5vP\/xt2QEgU8zcl+GLziciLFy801cEUnTlz5qD9aa\/4YvOJCPEoImMv2i3R6wVfbD4RIWXCzgELo39Kwt9BYKJf\/JL6JSnxL6uubSJO6f+kAAAAAElFTkSuQmCC\" alt=\"\" width=\"155\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">28 Number of un-decayed atoms in the radioactive substance after n half Lives:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As we know after one half lives, the numbers of un-decayed atoms are\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"136\" height=\"41\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">After two half life<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"143\" height=\"50\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Again after three half life<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"143\" height=\"50\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">So after n half life\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIgAAAAnCAYAAADU8ABpAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAfOSURBVHhe7ZxnaBRBFMdj7w27qLGgfrAgKlgRsaMiiH6wxIJdRFEsICooopjgB1tE\/WBvsaBgiII19oaooGLvosauaGLJ0\/+7N5e9293b3VzQ3bv9weDOm93N7dx\/Z968eWcC+fiYkJubm+ULxMcUXyA+EfEFEud8+fKFTp8+TU+fPuX648eP6fjx45Sdnc11XyBxzLt37yglJYW2bt1KAwcOpA0bNlD\/\/v2pQoUK1KNHDz7HF4gPLVq0iFq3bk3Hjh3j+uTJk70lkOnTp9PYsWPp2rVrYiF69uwZ2yZOnCiW+OLRo0dyFD29evViUSiaNGlChw8f5mNPCCQ1NZUSEhKoQ4cOYgkAW2ZmptTig127dlHDhg3p5MmTYjFn2rRp1K1bN6kZ8\/37d+7HixcvioWoZMmS9OHDBz72hEBmzJgRFMn79+\/Z9veDU5kyZfg4XtizZw\/3wfPnz8VizaVLl6hTp05S03P16lW+Z05ODtdPnDjB9Z8\/f7J\/4gmBdO7cmV68eEF16tShHTt2sO3Hjx9Us2ZNPo4XEhMTeVRwCvyLVq1aSS2U5cuXh4wynz9\/prJly7Jf8vbtW\/cLBEKoVq0ajxjwRcqVK8fHmFqmTJkiZ8U+69ev5zfbiPv371OtWrVo9+7dYtGDa9+8eSM1+7heIGfPnmVnFGDNjgfFv1iW3b17l+2xTkZGBj\/3vHnzxBLg27dvVKNGDdq+fTu3RxJIs2bNTAUWCdcLZO7cubRt2zapEdWrV49tRYoUEUsAzKH169en169f05w5c2jhwoXS4n327dtHhQsXlpoejKhWAgE4ByOyE1wvkC5dunB0T7F3715+0OLFi4slwMqVK2n27NlSI6pUqVLQofUyED6ed9y4cWLRY1cgVatWjSg0I1wtEIR\/8eCYUrRAHFjZaBk2bBhHBBWNGzcOho+9zIULF7gPImFXIF27drW8VziuFgg8bEwVaWlpYgmwdOlS3VJv1KhRtHbtWqkRNWrUiINpXmfFihUFJhAQlUDwh\/AWqvL161dpCYB1uGp79eqVWN3BmjVraPz48XyMYRmrHThx\/4rbt28H+0Yb8QUPHjwItu3fv1+s9sAXWrt2bakZ41QgcGztohtB8DC4CcrOnTvFGgBDfaFChWjo0KFicQ+ICPbu3ZtHnJEjR9LRo0el5d\/w69cvat++Pfdbnz59xJpH06ZNqUSJErrp0grcDxtokfinAsHIgN083GTAgAFizQNOjlNPOF7o2bMnNW\/enL8EBJm0tGjRQuc3WYH9FiuBzJ8\/nwYPHsznwTFHIO3cuXPSqidqgVy+fJnatGlDkyZN4pt9\/PhRWog+ffrENh89CE2jb9QqC7EJLRg9EA12gh2BOAX3c\/Id6gSyevVqDkJhiMaNsAZXIF8g3sLbdoHTXL58eZ5qqlSpoptmwuM2dnClQBCXR0wBbwQcPe2DYum4atUqqRkzYsQIjtrZKRs3bpSrjFEPE03JysqSu4UCu9FnMitm91EgKwsjL0AKAv62cuQR8UXdKa4TiNr6vXfvHtfh7KGuOqdixYq6lU04CE6hY+wUq3s9fPgw6oI32ojfv38bfiazgvMjMWvWLBo0aBAfY+sc\/aammalTp1L37t352AmuEwiGSUTbFEeOHOGbHThwgOtFixa17Kh4BVMI9kzA306l6tWrs8MKsAut2sI5f\/48rVu3Lph\/ocV1AoEg1DCpwKgB9SOvAEtcKyAguwUd+T8x+kxmJRLYIkenYwRWDB8+nG0YfdGH2jaAlSASf9SGI3I2sMWuxUog6ss2K0ZEajMiRCAINIXH\/JOSkviG2FpHtNIK5DKWLl3aVkGk9H+BacPoM5kVnG8GprK6detKLcDNmze539RObPhUh8CeyvsEKnEHK0UFIsGwFfQIkq9lLt5mXHzq1CluUKgPjmInzS0e2bJlC7Vr105qeWCEQL8hrhQOAmcIJWjBNHXnzh2pBcD1rhCIyrVQqWdakIyCtljYHS1o8GK1bNmSk5nCUU7+smXLxJIH7OECqVy5si4Uj\/Patm0rtejB\/fIlkL59+\/LFM2fO5AYtCK2jzY+g6sHGIfoG6YDatASglrdGiU2wGwnk4MGDUgvQr18\/PregcHqvoEC8APwAxE4QlcRxeno6B+6w8kKikJfAqDxhwgSpBYCvg70wLWq7\/9ChQ2IJ5datWxzMhFA3b94ccZRHfCumBXLmzBl29hCxhD+0adOmYEINdpq9BH6Hgt+jKJRDqnVSFbAbJQxhcw5tuBb9gkw7LK\/NdrFjLmHIDPxuA28DQGegk548ecJ1r4BgJBKfVFIT8m7xBRuBDTjkt4SD1ZPWqX358iX3BaK6RqDNKZ4TCKYW7YNev37dMl\/CrWA6wW9P8Jsf\/GDaLN6C6RPPjCkkEjdu3ODzjEYQTGdxIZDFixeHPOiCBQtC4gmxCjLaI60+MMXAH0tOThZLKKVKlcpXjoznBNKgQYPg9AKGDBlCo0ePpiVLlvAQG6tg3wovhtkGJ5KlwiOxCpUvkh88JxA4pX8\/tNQC4XLYrMLhsQBGCXzRyDnRgvQMjKRGYHcd12j7zAmeE4gPUbFixYJRbaRfaFMyICIV7IRzaxTFdYIvEA8D5xXLVgTiVBkzZkzw\/\/koCHyBeBj4Xx07dtSVK1euyBnRk5ubm\/UH+DHrxPWbFqcAAAAASUVORK5CYII=\" alt=\"\" width=\"136\" height=\"39\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Cambria Math';\">\u27f9<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"93\" height=\"41\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">But\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"71\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Cambria Math';\">\u27f9\u00a0 \u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"42\" height=\"39\" \/><span style=\"font-family: 'Times New Roman';\">so\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"86\" height=\"42\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">29 Mean life or average life of a radioactive substance:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The average time for which the nuclei of an atom exist is called mean life or average life of radioactive substance and is equal to the ratio of combined age of all the nuclei to the total number of nuclei present in the given sample.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is denoted by<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAYCAYAAADOMhxqAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADcSURBVDhP7ZEhDoMwFIarUIRDcA0sB4A7YHEbmjMQ0FwCHMGi0ChwJAgUCQmC9R+8dcnE2m5uYn\/ymvx\/+rXvtQxfiHN++wM6aYFhGGDbNpZlIa8FgiAAY+zcSF4JbNsGy7LgOA6yLKMax\/E90DQN0jSl06MoQp7nVMobqqoioO97kWhaCsOQgLO1p5SA67rwfV+4h6TAvu8wTZMGfZUU6LqO2qnrWiTAuq5yoCxLAoqiIO95Htq2lQPHexNgGAb9RRzHlCuHnqYJSZJgnmeRaIB3+lXgWK6fF7\/cATM7MrB4\/wmyAAAAAElFTkSuQmCC\" alt=\"\" width=\"12\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">I.e. mean life\u00a0 \u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"230\" height=\"36\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">or\u00a0 \u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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src=\"data:image\/png;base64,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\" alt=\"\" width=\"96\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Cambria Math';\">\u27f9\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"148\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Also when\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"59\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0at\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"40\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"47\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">at\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"46\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">So\u00a0 \u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"176\" height=\"36\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Here we have ignored\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"29\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0sign as it just shows that disintegration occurs.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Now\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"249\" height=\"44\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"41\" height=\"33\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Also\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"94\" height=\"38\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">So\u00a0 \u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"121\" height=\"31\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">30 Activity of a Radioactive Substance:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The rate or activity of a radioactive decay is defined as the number of radioactive disintegration taking place per second in the sample.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">i.e.\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"72\" height=\"34\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Now according to radioactive decay law<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"89\" height=\"34\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Cambria Math';\">\u27f9<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"58\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"96\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0so we can write<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"104\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0 \u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"92\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">This is another form of radioactive decay law.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">31 Unit of radioactivity<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">There are various units to explain radioactive decay. Some of them are:<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 3pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Becquerel (Bq):\u00a0<\/span><\/strong><\/li>\n<\/ul>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">It is defined as the decay rate of one disintegration per second<\/span><\/em><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">i.e.\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"347\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 3pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Curie (Ci):<\/span><\/strong><\/li>\n<\/ul>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">One curie is defined as the decay rate of\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"84\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0disintegration per second<\/span><\/em><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/em><img loading=\"lazy\" decoding=\"async\" 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src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKMAAAAYCAYAAACWYU02AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAg8SURBVGhD7ZplqFRNGICv3WKAYhcqKipiBzYGioooBia2YKBiBwZiYoD+UMHADgwsRLG7u7u7W+983\/PuzN1zz57dPXt1r\/fHeWC4O++Z2TPxzhuzN0Z5eCQRPGX0SDJ4yuiRZPCU0SOA06dPqxMnTgSU9+\/f6xbRwVNGjwCyZs2qWrZsqVq1aiWlWbNmKkuWLOrLly+6RXRI8sr47ds3dezYMfXs2TMt8Yg206ZN0598rFu3TvXq1UvXokeAMv769UtNnTo1UV7+9OlTeU+1atVU1apVVZMmTVS\/fv3Ujx8\/dAuljhw5omJiYtThw4e1JHq8e\/dOde3aVdWsWVPVr19flS9fXo0ePVr9\/PlTt3CmbNmyqkCBAkFLuP5\/i9+\/f6s5c+aojh07akkgjKV9+\/aqUqVKMr\/mzZuHPOgYg5w5c6oPHz5oiZ\/x48fLvllLjRo1VNu2bdXly5d1K\/fEU8Zz586pIkWKyOYzyGiycOFClTZtWlG+mzdvSmFxMmXKpFv42LFjh+rbt6969eqVlkQP5r106VJdU2rv3r0iGzhwoJY4Q5vGjRuruXPnxisoYv\/+\/XWr6HLjxg1VvHhxGUu9evW0NJAyZcqI68XocOhxwblz51afPn3SLeKDVWzatKmuBZIuXTpVokQJdf\/+fSknT54UpUyTJo26cuWKbuUOUUYGhiXgRGGBoq2Ma9euVSlSpBALHBsbq6VK3b17V5UsWVLXEp9Vq1bpT34YT6gxsaE5cuSINw9D6tSpxfoHg40OZcWwWCjP9+\/ftcSZRo0aqdatW0uSEUoZUZTkyZOrr1+\/aolSZ8+elT7z5s3TEj9Y0fTp0wdVVEiWLJlav369rvm4dOmSfOeECRO0xB1xlvHRo0fy9\/Xr1yGVkXZW6wEbN25UBw8e1DUfDPDo0aO65oeFTZUqlVhB+wZSxy0AwfKiRYukYKH+Fbio6tWr65ozTm540KBBqkGDBrrmzMOHD2Wt27RpoyV+yFyxLngFJ0W38uDBA\/lLn1DKmDFjRpUhQwZd88F306d27dpa4oc9LFq0qK4FsmnTJulrV9ZDhw6JfNu2bVoSH\/Z08+bN8vnNmzfq+fPn8jkgZgyljMRSw4YNixs8MRYng9OGbPHixRJbYLqxfMiWLVume\/sYO3asyElKwsFJpq1d+a0QJ6EMbgoeIBJYMOZH3BoJbDCbfvHiRS0JzosXL2T9sGxG6TiwzLt79+5Sd0s4ZWRPyIrtGPduB9nnz591LRBifdqwtgY8Ra5cuVS5cuW0xA\/hAXMdPny4GjNmjPSlEB5CRMp4584d+cvzOnXqSExELMcAUqZMqbp16yYuzUyAdqVLl5bPhlKlSsmJd8P+\/fvlO7j3CganjJjHTSFBCgen\/Nq1axIn5c+fXz158kQ\/cc+sWbMCYt9QYBlYExTSrL\/TZoYjnDKiCE7K2LBhQ+lndd8Ykbx58+qaM0aJSWQoGCu8Xs+ePXULP+gGOmJ9B9dHyAwRKSNwCnieL18+9fjxYy1VMnBiJGtmRjuyOwPtkfXu3VtLQmOsqFMmFy327Nmjhg4dqipXrixurUWLFuIB3IJVwzLgwiIBhSShY74VK1bU0sj4U2W0rjNhFLoQCuLJTp06iTsn\/mWt+B773I1OrVy5Ukt8kOhwE2GIWBk\/fvwozzt37qwlvisRZDNnztQSv9KaeACMpcOdu4EMtUqVKrqW+JBQYbFYNLdgUdhw6\/WUG27duiXKz\/qwqQkhocpYq1Yt6RcJJvHBi1ghaUFuVWSsJjLroWZ9kLVr105LEqCMuEyeW5Vs586dIrt9+7aWKLVgwYIAd4wS0o724UCZibsGDx6sJc4QOmzdutVVIbCOFO5BGfPLly+1JDiMuVChQmrKlCla4o6rV6+KkrDmrCvvS4hCuokZncKHwoULqwoVKuiaO0zu8PbtWy3xsX37dpFbk07yC2TWRIyDjoz2hoiVERebLVs2XfPBXRp9rNYAV2Wf+OrVq6WdkzLakwQUm7Zr1qzREmf27dsnd5VuyowZM3Qv9wwZMkTG4UYZcVW0JUN0C9cgrOe4ceMkGQPexfcE24NghFNGvAwxnRVuLegzcuRILXFH3bp1pZ8Zs4EQBzl3jgbiX2QGlJJDi8waQ0asjDzjYtwKVx\/25IBJmwmaJOD69evSn\/tFK\/fu3YsXyMKuXbukLX3AOuhowAUtcbAdYhp7MjF79mwpVtgUEroePXpoSXiMIuLarFYDWDPmz6W0W8Ipo7lK4p7XgMdARpgQCXny5FFdunTRNR9mzPb1Qj+Qmz0k+Z04caIklVbilBH3wOIMGDBAOuIily9fLspgvXTlGW0MvADZ5MmTtcQHyUyxYsXkvg2TbiDW5Opn1KhREuiSeRHLILNiLt+nT58uLoSxRROzUbzr+PHjEhNxmVywYMG4ezwD7ShWDhw4IDLcj1t2794tm2JXRAN3uqxhuIOIJeUwjRgxQsbAWhISsXf2vrQhUdqyZYt4KP4pwp5YhOPUqVPynj59+sgeUjp06KAyZ84sB5pDYWX+\/PnSHm\/J+9jb7NmzByht3IqeP39esiKnQtJi4H7IaoL5hQGZPZA9c+aMuJ4LFy5oiQ8WHhlxFf24muE+0f5LBZZmyZIl8rNaJG7vT2DjsBDMmYt8PjslImZdrDB\/rPnfJpiiWuF3YDMme3FaO5ScZ\/zUGunPrHjOSZMmyd5Zy4YNG+QgOo0XGXe2tGOf2VuU0\/6rT4Cb9vCINuZS35oEg6eMHokO3pA7SjueMnokOlhFchJ7iOApo0eiQzxOIWa1EvN\/cLnCK1759yV2xX8BDeh61pFtIwAAAABJRU5ErkJggg==\" 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alt=\"\" width=\"158\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 3pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Rutherford (rd):<\/span><\/strong><\/li>\n<\/ul>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">One Rutherford is the decay rate of\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"30\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0disintegration per second<\/span><\/em><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"410\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"145\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">32 Alpha Decay<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The process of emission of a \u03b1-particle by unstable nucleus to become stable is called alpha decay<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As \u03b1-particle have two protons and two neutrons. So by emission of \u03b1-particle the atomic numbers of daughter nucleus reduce by 2 and mass number reduce by 4.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">A \u03b1-decay can be expression as<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"234\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">e.g:<\/span><span style=\"font-family: 'Times New Roman';\">(i)<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"252\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(ii)<\/span><img loading=\"lazy\" decoding=\"async\" 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000RoDDPA\/PQaF2Q7Eb+wAAAAASUVORK5CYII=\" alt=\"\" width=\"262\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(iii) By emitting \u03b1-particle the nuclei becomes stable, because \u03b1-particle have larger value of binding energy<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"80\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Explanation of \u03b1-decay (Tunneling Theory of \u03b1-decay):<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">A \u03b1-particle can escape from the nuclei of atom if its K.E is of order of potential barrier of the nucleus about 26MeV. But according to classical mechanics \u03b1-particle having actual energy 5.4MeV cannot cross the height of the potential barrier. The problem of escaping of \u03b1-particle from nucleus was solved by Gamow and Condor and Gurney in 1928 by using Quantum mechanics.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to this theory, the motion of \u03b1-particle may be considered as a wave. It is small but definite probability that \u03b1-particle may tunnel through (leak) the potential barrier even if K.E of \u03b1-particle is less than the height of the potential barrier. This effect is known as the\u00a0<\/span><em><span style=\"font-family: 'Times New Roman';\">tunneling of nucleus.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">33 Beta Decay<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The process of spontaneous emission of electron\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"37\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0or a positron<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"37\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0from a nucleus is called \u03b2-decay.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">There are of two types of \u03b2-decay:<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"I\">\n<li style=\"margin-top: 6pt; margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"25\" height=\"24\" \/>\u00a0Decay:<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">This decay occurs by converting of a neutron into a proton due to which an (<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"21\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">) and an antineutrino particle (<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAsAAAAYCAYAAAAs7gcTAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAEHSURBVDhP7ZCtboYwFIYRaCQat8v4CBIcya4ARTCYz6NQWBJAIwh3gMCguAU0liBA8BPCu53SrV+yZEFO7EmanvP2KbSVcJ\/3f\/mFS5Yk6dcRBIGQbyLkaZoQxzGWZeEJsG0by+Z5pvaSwzCE53mQZRmO41CEpmlgWRZ0XYdpmhRdclVVNEHTNLiuy2qSiTzPYds2leIY9Eu6TJqmPLmgzbThEyH3fc\/kuq55AqzrClVVcRwHtUJu25bJXdfxBEiS5OurhJDLsmTyOI6sp9kwDFZzhBxFEZMJej5FUdgxXhByURRM9n0fj8cD+77zlW+ETItZlmEYBp78QMg3+DPyeZ7Pe+N8+wBT0aY4FK1p3gAAAABJRU5ErkJggg==\" alt=\"\" width=\"11\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">) emits.\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As\u00a0 \u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"124\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">By\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABcAAAAYCAYAAAARfGZ1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAGWSURBVEhL7ZU9rwFBFIZHKUJErxOVbMe\/UNCIRqcSOr9A46PajYTOH1Co9QiFxkcpEhpRiND4yL7uOWY3ETdh18pt7pOcZM+b2Wd2Z2azAl\/kX\/4rfyPfbrfo9XqYTCYysc6T\/HK5IJlMQgiBTCaDYDDItd\/v5Yj3eZLH43FEIhEcj0fur9crT5RKpbjvdrtot9svi3iQDwYDFo1GI5ncoSybzfJ1s9lEqVR6WcSDPJfLQVEU2d2hNyD5ZrORyfuYclprkhQKBZkAu90OHo8HjUZDJtYw5avViuW0povFArFYDOl0GufzWY6wjiknKcmNU3E4HBAKhVAul7m3gynP5\/MIh8OyuzMcDnlCu\/Cduq7D6\/UikUhwaDCfz1k+Ho9lYg2W0xKQpNVqcWhQqVQ4p822A8vX6zVLZrMZhwaBQODzZanX6yzx+XyoVqtQVRV+v58zOo52YbnL5UI0GsXpdEKn04GmaZhOp7wXn8ByesJarcaBk5jy5XLJgZMI+njcbrdsnUXQz6Df78vWWcTPphW\/U3rxBgh26cEaNXJTAAAAAElFTkSuQmCC\" alt=\"\" width=\"23\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0decay, the mass number of the doctor nucleus remains unchanged and atomic number increases by one.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The general eq. of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"23\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0decay is<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"185\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">e.g: (i)\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"180\" height=\"26\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(ii)<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"259\" height=\"24\" \/><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"I\">\n<li style=\"margin-top: 6pt; margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"23\" height=\"24\" \/>\u00a0Decay:<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">This decay occurs due to conversion of a proton into a neutron by which a position\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"37\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0and neutron emits.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"120\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf046<\/span><span style=\"font-family: 'Times New Roman';\">In\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABcAAAAYCAYAAAARfGZ1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAGvSURBVEhL7ZW\/y0FRGMePDSVlVRhNLMofYTEYDMqsTMp\/YEMJG4u\/wKSEFYtB+bEpsTEoLKL7fd\/nce7tvfnRxbW9nzp1n2\/nfs65z7m3K\/BF\/uV3+Vg+mUzQarVkpeehfLvdot\/v883PqNfriMfjstJzIz+fz4hGoxBCIJlMwu12w+v1Yr\/fyxl6XpJHIhEEAgEcj0euL5eLttA9DMupDSQajUYyuUJZOp3m6263C4\/How2XywW73a7LKpUKz9XJU6kUgsGgrK7QE5B8s9nIBFAURRvqzv9mNAhNTr0mSSaTkQmw2+1gtVpRq9VkcouhtqxWK5b3ej0sFguEQiEkEgnu+TMMydvtNsvVt+JwOMDn86FYLHL9CENyOjC\/3y+rK8PhkBd8F76TDsDhcCAWi3GoMp1OWT4ej2XyGiynFpCk0WhwqJLL5Tinw34Hlq\/Xa5bM53MOVZxO5+dtqVarLCFZPp9HqVTSxI8+eyOw3GKxIBwO43Q6odlsolwuYzabaR\/Du7CcdlgoFDgwE02+XC45MBPR6XRgs9lkaS6CfgaDwUCW5iJ+Dy37naFkfwAt3tMUn9jIOwAAAABJRU5ErkJggg==\" alt=\"\" width=\"23\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0decay the mass number of daughter nucleus remains unchanged but atomic number decreases by 1.\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">e.g.:\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"240\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Explanations of \u03b2 decay (Paul\u2019s Neutrino Hypothesis):<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The violation of law of conservation of energy and angular momentum were resolved by Pauli. He suggested that another particle called antineutrino emits along with a \u03b2-particle. It is anti particle of neutrino.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-indent: 36pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Neutrino is like a photon. It has zero charge and zero rest mass on the basis of neutrino theory the conservation of angular momentum and energy may be well defined as if a \u03b2-particle have low energy then antineutrino will have high energy and vice versa, total energy remains constant.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">34 Gamma Decay<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The process of emission of a gamma ray photon from a radioactive nucleus is called\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAoAAAAYCAYAAADDLGwtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAD4SURBVDhP7ZA7ioRAFEXVxMh9CAauQUNNjdyAbqDBdQjGhmYmJuIKXIIIJiKCkRqJH7yDrwt7GmV6Jp8DBXXvO1RRxeGX\/Is\/8jdxXVeEYYi6rqn8ThAEiOMYXNd1kGUZlmWB4zgMw8AUwDAMCIKAtm1fV5dlSWKWZZSXZQHP8\/B9n\/IpjuNIYpIklB3HgaIotD+4Ffu+hyiKmKaJTW\/ENE1h2zaiKGKTJxfxeKGu69i2jU2eXERJklBVFWtfXETP81jzzikWRUHiPM+seecUTdOEpmksXSHx+I7jNNd1qbyDxKZpoKoq8jyn8o7z6k9w+74\/Pq\/98QXZwGUyYFPajgAAAABJRU5ErkJggg==\" alt=\"\" width=\"10\" height=\"24\" \/> decay . <span style=\"font-family: 'Times New Roman';\">This occurs when an excited nucleus makes a transition to a state of lower energy. As\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAoAAAAYCAYAAADDLGwtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAD4SURBVDhP7ZA7ioRAFEXVxMh9CAauQUNNjdyAbqDBdQjGhmYmJuIKXIIIJiKCkRqJH7yDrwt7GmV6Jp8DBXXvO1RRxeGX\/Is\/8jdxXVeEYYi6rqn8ThAEiOMYXNd1kGUZlmWB4zgMw8AUwDAMCIKAtm1fV5dlSWKWZZSXZQHP8\/B9n\/IpjuNIYpIklB3HgaIotD+4Ffu+hyiKmKaJTW\/ENE1h2zaiKGKTJxfxeKGu69i2jU2eXERJklBVFWtfXETP81jzzikWRUHiPM+seecUTdOEpmksXSHx+I7jNNd1qbyDxKZpoKoq8jyn8o7z6k9w+74\/Pq\/98QXZwGUyYFPajgAAAABJRU5ErkJggg==\" alt=\"\" width=\"10\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">-ray does not have any charge and mass so by\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAoAAAAYCAYAAADDLGwtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAD4SURBVDhP7ZA7ioRAFEXVxMh9CAauQUNNjdyAbqDBdQjGhmYmJuIKXIIIJiKCkRqJH7yDrwt7GmV6Jp8DBXXvO1RRxeGX\/Is\/8jdxXVeEYYi6rqn8ThAEiOMYXNd1kGUZlmWB4zgMw8AUwDAMCIKAtm1fV5dlSWKWZZSXZQHP8\/B9n\/IpjuNIYpIklB3HgaIotD+4Ffu+hyiKmKaJTW\/ENE1h2zaiKGKTJxfxeKGu69i2jU2eXERJklBVFWtfXETP81jzzikWRUHiPM+seecUTdOEpmksXSHx+I7jNNd1qbyDxKZpoKoq8jyn8o7z6k9w+74\/Pq\/98QXZwGUyYFPajgAAAABJRU5ErkJggg==\" alt=\"\" width=\"10\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0decay, the charge and mass of daughter nucleus remains same as that of parent nucleus.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">i.e.\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"128\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">e.g.: During conversion of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"59\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0into\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"57\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0the various stages are<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"130\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">35<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Natural and Artificial Radioactivity:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Natural Radioactivity:\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The phenomenon of spontaneous emission of \u03b1, \u03b2 and \u03b3 radiations from the nuclei of natural occurring elements or isotopes is called radioactivity.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Artificial or Induced Radioactivity:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The phenomenon of emission of \u03b1, \u03b2 and \u03b3 radiations from a nuclei by bombarding them by a sufficient high energetic particle is called artificial radioactivity.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Examples:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">B<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">oron is bombarded by \u03b1-particle then it forms a radioactive isotopes of nitrogen which decay into carbon in half life of 10.1 minutes as<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"418\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">36 Nuclear Reaction<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0m.imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-indent: 36pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">A reaction representing the transformation of a stable nucleus into other nuclei by bombarding the former with suitable high energy particle is called nuclear reaction.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Symbolically we can represent a nuclear reaction as<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"377\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Where X is target nucleus, He is bombarded particle and Y is daughter nuclei with emitted particle\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"35\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and Q is the amount of energy absorbed or gained in the<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"28\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Some examples of nucleus\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"28\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0are<\/span><\/p>\n<ol class=\"awlist9\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 72pt; text-indent: -54pt; line-height: 200%; font-family: 'Times New Roman'; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"178\" height=\"24\" \/>\u00a0\u00a0\u00a0 (Photo Disintegration)<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">In a nuclear\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"28\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0the laws only electron are transferred from one atom to another atom but in nuclear\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"28\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0proton and neutron (nucleons) a nucleus takes part.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">37 Nuclear Fission<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">It is the phenomenon of splitting of a heavy nucleus into two lighter nuclei of comparable masses along with the emission of large amount of energy.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" 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\" alt=\"\" width=\"287\" height=\"175\" \/><span style=\"font-family: 'Times New Roman';\">It was discovered by Otto Hahn and Stresemann in 1939. They bombarded slowly moving thermal neutron on<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"74\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0uranium-235 and found that products were Barium and Krypton along with three neutron and 200MeV energy per fission.\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">This energy arises due to mass<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"152\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">So energy<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"243\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"28\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is represented as<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"\" width=\"383\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">There may other elements be in decay of U-235 as<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf046<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"344\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">38 Nuclear Chain Reaction<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0m.imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The fission reaction of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"59\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0by thermal neutron may be represented as<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"383\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Here we can see that the slowly moving neutron (thermal neutron) when hit the U-235 then\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"23\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"22\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0are produces along with three more neutron. These three neutrons may strike to three U-235 atoms and produces 9 neutrons and so on.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Thus a continuous reaction is called nuclear chain reaction. In a few microsecond a huge amount of energy release in chain reaction. The Enrico Fermi was the first who explained the nuclear chain reaction.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The chain reaction may be of two types:<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\">Uncontrolled chain reaction:<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">If a chain reaction has mass greater than critical mass, then the reaction will accelerate at such a rapid rate that the whole materials explode within a microsecond, liberating a huge amount of energy. Such a chain reaction is called uncontrolled chain reaction. This becomes atomic bomb.<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 23pt; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\">Controlled Chain Reaction:<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">If the neutrons originating in each step are controlled by absorbing some neutrons in such a way that average one neutron remains available for exciting further fission then the reaction becomes controlled nuclear reaction. A nuclear reactor works on the principle of controlled chain reaction.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">39 Multiplication Factor and Critical Size<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Multiplication Factor:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-indent: 36pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The ratio of the number of neutrons present at the beginning of a particular generation to the number of neutrons present at the beginning of previous generation is called multiplication factor.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">i.e.\u00a0 \u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"\" width=\"429\" height=\"37\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The multiplication factor K gives a measure of the growth rate of the neutrons in a fissionable mass.<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">If\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAAYCAYAAACFms+HAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAJ5SURBVFhH7ZU7aGJREIYlglqICGK0UgQLIZCIaBEsxEJSWlgoYiVYpjOCRbpAiJX4aFQEQbGxEtIKYpdY2diID1AC0cIEUmgSZ3cm57orG\/UadwMufnDgzj9zz\/3PuechgB1lb\/y72Rv\/bv4P48FgEEwmE7VIJMJUgKurq7luNpuZ+u95eXkBv98PDoeDKb9YMD4ej0EgEMDp6SlTPuB0l8sFb29vTF3k8fERyuUyi7anUCiAUqmk7641PhgMqPDy8pIpH1gsFnC73TCbzZjyJ\/1+n96Vy+UQDoeXDnAd7+\/voFarIZlMQq\/X42e8UqlQ4d3dHVMAzs7OwOPxsGg1OLBSqQQSiYT60ev1LLMZ3ARxf3qt8VAoBEKhkJ5x5E6nE3w+H8WbMhqNQKfTgUgkAqlUCtVqFSaTCcvyg7fxw8NDODo6gm63CzabDbxeL8t8HZy96+tr0Gg0ZCIajcJwOGTZ1fAy\/vz8TEW4RvEX4\/P5+TnL\/h3q9TocHx9T341Gg6nL4WW81WpRUTwep41lNBopxpe3BWcdTQcCAeoT983DwwPLLoeX8UwmQ0Vch\/l8nuJUKkXxV8GJODk5AbFYTH+w3W6zzHp4GccjT6VSsQjg9fUVtFotKBQKet6EZrNJx+fBwQFt9mw2C09PTyzLn7XG0RgW4M34Ozc3N6TXajWmrKZYLILBYCDDdrt94Vj9CmuN4wxhgdVqJZGj0+mQLpPJYDqdMvVzuAsIj1S8RbcB90M6nZ7vM5wIPJpzuRwdswgZx3UYi8Wo3d\/fUwK5vb2d64lEgqnLWXWzbgL2gwfEZ437xnyN7xp749\/N7hr\/udgvdq\/NLn4A\/fTpLHGWsAEAAAAASUVORK5CYII=\" alt=\"\" width=\"46\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0the chain reaction grows at fast rate and size of the material is called super critical.<\/span><\/em><\/li>\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">If\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"50\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">the chain reaction remains steady, the size is called critical size and mass is called critical mass.<\/span><\/em><\/li>\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">If\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAAYCAYAAACFms+HAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAKBSURBVFhH7ZWxS2pxFMc1TZxEEDNwcBEHBRGxQRyaREKowaGQJnc3cxADBxcbGkohykW0P8FNXByCCocWUwRzEBEURRTUyvPeOf2u7wW9d6\/GE3z4gR\/c8z3nd+\/X6z3nJ4IVZW182ayNL5v\/w3ggEACr1Urr7OyMqQDRaHSm22w2pv57hsMh+Hw+cDqdTPnFJ+O9Xg9EIhHY7XamfMDpHo8H3t7emLo4+XweyuUyi77m9vYW1Go1PZfXeKPRoMLT01OmfLCzswOHh4cwnU6ZMj\/v7+9wfn4OSqWSnlEsFlnmM1i3vb0NiUQC6vW6MOP4JrDw\/v6eKQAulwuOjo5YND9oZG9vD8RiMd376uqK9wVwee6f5jUeDAZBIpHQNT7w4OAAjo+PKZ6H19dXeHp6AplMBlKpFAwGA1QqFZYVjmDjW1tbYDKZ4OXlBXZ3d8Hr9bKMMDqdDtzc3JBhrVYLkUiEZRZDkPF+v09F+A3q9Xq69vv9LMtPq9WiPWazGXK5HFO\/hyDj1WqVii4vL2lyWCwWinGzEAaDAbjdbtqDPXF3d\/etZkYEGU8mk1TUbDYpzmQyFF9fX1MsFJxMoVAI5HI5GI1GOg\/G4zHLzocg4zjyNBoNiz4aTKfTgUqlout5GY1GkE6nabRtbm7C\/v4+PD8\/s6wweI2jMSzAk\/F3YrEY6YVCgSmLgRMGxyreC\/sHG1gIvMZLpRIVOBwOEjlqtRrpCoUCJpMJUxen2+1COByme\/7pAEIeHx\/px3F9trGxQaM5lUpBu92mGjKODXlxcUHr4eGBEkg2m53p8Xicqd8Hm\/ZvjYs5HBBfLW7f7BtfNdbGl83qGv\/5sZ+s3pqe\/ACp\/+mGvFBZlwAAAABJRU5ErkJggg==\" alt=\"\" width=\"46\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0the chain reaction gradually dies out and the size of material is said to be subcritical.<\/span><\/em><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">40 Nuclear Reactor<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" style=\"float: left;\" 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\" alt=\"\" width=\"628\" height=\"289\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">Device in which nuclear chain reaction is initiated, maintained and controlled is called nuclear reactor<\/span><\/em><span style=\"font-family: 'Times New Roman';\">. It works on the principle of controlled chain reaction and provides energy at constant rate.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Main parts of Nuclear Reactor:<\/span><\/strong><\/p>\n<ol class=\"awlist10\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 58.5pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Nuclear Fuel:<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 58.5pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The material that can be fissioned by neutrons like, U-235, Th-232 and Pu-239 can be used as the reactor fuel. The fuel in the form of rods, tightly sealed in aluminum container, separated by moderator is placed in the core of the reactor.<\/span><\/p>\n<ol class=\"awlist11\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 58.5pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\"><span style=\"font-style: normal;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Moderator:<\/span><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 58.5pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The heavy water, graphic and beryllium oxide used to slow down the velocity of fast moving neutrons are called moderators.<\/span><\/p>\n<ol class=\"awlist12\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"3\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 58.5pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\"><span style=\"font-style: normal;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Controlled Rod:<\/span><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 58.5pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">To start, stop or control the nuclear chain reaction cadmium or boron rods are inserted between uranium rods are called control rods.<\/span><\/p>\n<ol class=\"awlist13\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"4\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 58.5pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\"><span style=\"font-style: normal;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Coolant:<\/span><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 58.5pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The material used to cool the fuel rods and the moderator and is of capable of caring large amount of heat produced in the fission process is called coolant. The coolant must have high boiling point and high specific heat. Heavy water and sodium are good coolant.<\/span><\/p>\n<ol class=\"awlist14\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"5\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 58.5pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\"><span style=\"font-style: normal;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Shielding:<\/span><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 58.5pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">A concrete wall used to protect the worker from the harmful radiations emitted by radioactive element is called shielding.<\/span><\/p>\n<ol class=\"awlist15\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"6\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 58.5pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\"><span style=\"font-style: normal;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Working:<\/span><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 58.5pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Initially some neutrons are produced by the action of \u03b1-particles on polonium or beryllium. Which are slowed to thermal velocities by passing through the moderator? These slow neutrons cause fission of more\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAADsAAAAYCAYAAABEHYUrAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAO8SURBVFhH7ZdLKG1hFMdPUhQJeYSiGHgbSQYYkCQpZeCVV\/KYYKIMmCglkhhQklLIQLc8IpIBIqKUIlEYUZ6RvJ11\/ddexzn7HNu9d3COc937q6\/2Wmuffb7\/t7691rd19I+g1+t\/\/Bf7Hfn2Yt8E0uzsrOHafsQ+PT1RY2MjVVZWUnV1NaWkpFBJSQnd3t7KHUStra1UWFjI8czMTCoqKqKrqyuJKnGdTqcaISEhHLMrsTc3N+Tp6UnPz89sPz4+ko+PD7W0tLANnJ2deVEAshYYGEj5+flsA4jt7+8XS43Vxc7Nzb2P1dVV8RJnyzSmRVxcHDU0NIhlSUxMDOXl5Yn1xWK3trZ4KyFj+\/v74iXOXlNTE8c6OjrEq+bg4IDje3t74lEzNTVFAQEBdH5+Lp4vFosMYsKpqaniMTI8PMyx+\/t78RjBYkRGRtL4+Lh4jFRVVZGfnx95eHjQwsKCeBVmZmaoubmZdnd3+fleXl60srLCMauLPT09ZUEjIyPiMZKcnMwxvHumvLy8UEREBE1MTIjnY66vr\/n3ZWVl4rFkaGiIFwVYXSxEYkKXl5fiMRIaGkrl5eViKUA4qmxnZ6d4Pqe9vZ2Cg4PFsgRFz8XFha+tLjYhIYG3nDnIHirr\/Py8eBTa2tq4nRi4u7uj3NxcsYgcHR3lSqG0tJSys7PFIvL391e1op6eHq7YwKpikSVkFRXTnKWlJY6dnJyIh+ji4oJ95sN0m0ZHR1NBQQG\/m2hJqAWGVgTS09MpIyODixeExsbGvv\/Hp2LxEEwK1W1sbMyikGBrLi8vcxzF4OjoSCIKyB4miwppTm1tLcfQS22Fpliscnh4OIt8fX2ltbU18vb2fp8cyj0ma6iWWEnYGxsbbIPt7W32HR8fi8cItjcKlC3RFFtTU0NpaWliKYSFhfFRDiDLo6OjfG0AW6y+vl4soq6uLnJychLLCNoKisbg4KB4bIOm2KysLKqoqBBLobi4mBwcHMSyxNXVVdUutMT29fVxxs\/OzsRjGzTFYqJubm783hlAVdMSW1dXR4mJiar7URUhyvS4t76+zouClmFrNMW+Bai3t5fbBqrp9PQ0+fr6figWxSkpKen9AG8KPq8gGNsWw93dnRYXF\/n5tkZT7Ecg05OTk2Ip4BAfHx8vln3z22I3NzdZrCk7OzsUFBSkah84HtorvxQLIThIR0VF8WnGwMPDAx+ycfZEL8bo7u7mKm6vfCoW4tBqzL8swOHhIeXk5FiMgYEBucP++KN39m9Hr9f\/+AnFN21q5vpS6wAAAABJRU5ErkJggg==\" alt=\"\" width=\"59\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0nuclei and thus the chain reaction builds up. By raising or lowering the controlled rods, the chain reaction is suitably controlled.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Uses of Nuclear Reactor:<\/span><\/strong><\/p>\n<ol class=\"awlist16\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 54pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0In preparation of radio isotopes which are used in scientific research, medicine and agriculture.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 54pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0In generation of electric power.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 54pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0In preparation of fast neutrons which are used in nuclear bombardment.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 54pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0In producing fissile materials like plutonium which is used in atomic bomb.<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">41 Breeder Reactor :<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">A reactor which produces more fissionable nuclei than it consumes is called breeder reactor.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Natural uranium contains 0.7%\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and 99.3% non fissile<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"42\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">. When\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is bombarded with moving neutrons then following reaction occurs.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"474\" height=\"30\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Here Pu is fissionable and undergoes \u03b1-decay (with T=24000 years) to produce\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"59\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">. Thus using an un-fissionable nucleus we produce a fissible nuclei Pu. There is no moderator is used in this reactor.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">42 Nuclear Fusion<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The phenomenon of combining of two or more than two lighter nuclei to form single heavier nuclei is called nuclear fusion.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">e.g:<\/span><img loading=\"lazy\" decoding=\"async\" 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src=\"data:image\/png;base64,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\" alt=\"\" width=\"299\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">In the above reactions we can see that two nuclei combine to from heavy nuclei. The fusing nuclei have to overcome very high electrostatic repulsion.\u00a0<\/span><em><span style=\"font-family: 'Times New Roman';\">To carry nuclear fusion reaction the temperature of the material should be <\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"43\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">. So that the colliding nuclei have enough high energy to penetrate coulomb\u2019s barrier. This process is called thermonuclear fusion.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Necessary Conditions for Nuclear Fusion:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf046<\/span><span style=\"font-family: 'Times New Roman';\">The temperature should be high about\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACsAAAAYCAYAAABjswTDAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAMeSURBVFhH7ZZNKHRxFMYVKSQN8tEo5auUhRI2IqOZErGRhdnaeEWyVpZsUGQliaGU0iSzoCxoJE2zkY1eplkI+ZaPfM7zOueea+bOzIvxGr3Kr+7MnOfcc+\/Tuf\/\/uROBb4LH4\/n1YzYcfJnZ+\/t77Ozs4OTkRJTQ+RKzw8PDqK6uxuLiIk5PT0UNnbCbbWhoQGtrq0T\/xl\/Nzs\/Po6urS6JAnp6eMDQ0hJqaGphMJnR3d+P6+lqyCiMjI4iIeLsXAwMDaGpqejlUpqenNfrKyorWLK2p8vJyvkltba2ogVRVVaGkpARnZ2c4Pj5GcXEx8vPz8fj4KGcAycnJGBsbw+bmJvr7+zExMcFrNxipqal8z7u7O1GA8\/Nz1jIzM7G9ve3t7PMP9PT0IDs7G+Pj46+adblcnCejKktLS6xNTk6KAkRGRqK+vh5utxsXFxfo6+tDenp6UMM6nQ4Gg0EihcHBQWRkZODw8JBjjVmbzcbftAleM1tUVISEhASJFB4eHrimrq5OFHB8dXUlEdgwaQsLC6IoHBwcsG61WkUBlpeXkZaWxt1VeTHry1tmKZeSkiKRl5ycHERFRUkExMTEaNYxGafaubk5URRGR0dZPzo64tjpdHKnb29vOVb5VLPqWqcuE1lZWWhra+PfxMbGBuLj4yXyUllZyXU3NzeYnZ1FXFycZLR8qlmj0cg530fX29sLvV6PxsZGHmP+3SLy8vK4jp4EfRcWFkpGy6eapQ1CuVCgzUY1LS0tHCclJSE6Ovrl6fjyYbN0UX+oQzRNQoE2El3PbrdzvL6+zjHNbX8+ZJZmYmxsrEQK6jTwXaPvoaOjg+v29\/dFUZpBM9qfD5ldXV3lvMPhEAVYW1sL0N5DRUUF1\/k+dnpzkUaz25cAs1RksVj4ZBrgW1tbkvHyXISysjIkJiZid3eXu0Jvr87OTjnjfVxeXvKmKigoEEWBpgLdPzc3VxQFjdmZmRk0NzcHPfb29uQsBXqtTk1Nca69vT2gC29BTTGbzSgtLeWDRpYK\/TtTdbq2StBl8L\/yYzZcfD+zzx+\/v8fhMf8Bro1jzsBdZUgAAAAASUVORK5CYII=\" alt=\"\" width=\"43\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0so that can penetrate coulomb\u2019s repulsive barrier between nuclei.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf046<\/span><span style=\"font-family: 'Times New Roman';\">There should be high density and pressure so that frequency of collision of light nuclei can be increased.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">These conditions cannot be produced in a laboratory.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">43 Fusion as a source of energy in sun and stars:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As the sun is radiating energy at a rate of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"122\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0from several billion years without showing any sign of cooling off.<\/span><span style=\"font-family: 'Times New Roman';\">A satisfactory explanation was given in 1939 by H. Bethe. As according to H. Bethe , there is high temperature in the interior of sun and starts so four protons fuse together to from helium nuclei, liberating a huge amount of energy. This fusion takes places via two different cycles.<\/span><\/p>\n<ol class=\"awlist17\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 72pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Proton-Proton Cycle:<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAYCAYAAADpnJ2CAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAIcSURBVEhL7ZY7jGlRFIYVBFGgnIRGtBK1GI1OoVIoFBKV3qNRKYRaIuMVlUbBdBRCQiKUGlGY6ZBBQiHxCP5715rj3JvJzI25OVHNl8i2\/qzsf6911j45MtyZH0PJkdzwcrlguVwKEbBer3E8HoVIYsNyuYxarQaFQsEmXq8XDw8PMBgM2O12nCOp4cvLC06nE5RKJcLhMObzOabTKWQyGWazGedI3tL9fg+5XI7VasXxYDDgKs\/nM8eSG2YyGRiNRiECotEoAoGAEP1lWK\/X0Wg0hAjYbDbIZrOsX6FhyOfzQvQOVVQsFrl1BLUvkUjwf8JkMqFarf55hvRw9Xo94vE4JzebTfj9fiSTSWi1WqRSKU4sFAoIBoPQaDRwOBys0aEoh1r4+vrKmlqtFttJ2Gw2PgDtT4gVvr29saHT6eS+E91ul8eaGI\/HvD4\/P\/OmdFC73Y52u41Op8OV3oJoOBqN2DAUCgnK51AllOfz+ZBOpwX1dkTDUqkElUol9vorqBIydLvdgvI9REOXywWr1SpEX0N3iwzpUv8PbEiXlTYh039xOBxgsVgQi8VgNpsF9XuwIU0bGVYqFRY\/0u\/3eSUzujo0JJR\/fXtst1teb4ENh8Mhb7BYLFj8CL0pdDodIpEIx9cDejwePD4+ihN8C2zY6\/Xw9PTEwmfkcjm0Wi0hemcymbD+neoIcWjuxY+h5Mh+fxKE7\/e7hH8BZKyv0pmXhx0AAAAASUVORK5CYII=\" alt=\"\" width=\"28\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0in proton-proton cycle are<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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src=\"data:image\/png;base64,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\" alt=\"\" width=\"325\" height=\"25\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The net\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAYCAYAAADpnJ2CAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAIcSURBVEhL7ZY7jGlRFIYVBFGgnIRGtBK1GI1OoVIoFBKV3qNRKYRaIuMVlUbBdBRCQiKUGlGY6ZBBQiHxCP5715rj3JvJzI25OVHNl8i2\/qzsf6911j45MtyZH0PJkdzwcrlguVwKEbBer3E8HoVIYsNyuYxarQaFQsEmXq8XDw8PMBgM2O12nCOp4cvLC06nE5RKJcLhMObzOabTKWQyGWazGedI3tL9fg+5XI7VasXxYDDgKs\/nM8eSG2YyGRiNRiECotEoAoGAEP1lWK\/X0Wg0hAjYbDbIZrOsX6FhyOfzQvQOVVQsFrl1BLUvkUjwf8JkMqFarf55hvRw9Xo94vE4JzebTfj9fiSTSWi1WqRSKU4sFAoIBoPQaDRwOBys0aEoh1r4+vrKmlqtFttJ2Gw2PgDtT4gVvr29saHT6eS+E91ul8eaGI\/HvD4\/P\/OmdFC73Y52u41Op8OV3oJoOBqN2DAUCgnK51AllOfz+ZBOpwX1dkTDUqkElUol9vorqBIydLvdgvI9REOXywWr1SpEX0N3iwzpUv8PbEiXlTYh039xOBxgsVgQi8VgNpsF9XuwIU0bGVYqFRY\/0u\/3eSUzujo0JJR\/fXtst1teb4ENh8Mhb7BYLFj8CL0pdDodIpEIx9cDejwePD4+ihN8C2zY6\/Xw9PTEwmfkcjm0Wi0hemcymbD+neoIcWjuxY+h5Mh+fxKE7\/e7hH8BZKyv0pmXhx0AAAAASUVORK5CYII=\" alt=\"\" width=\"28\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0may be given as<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"343\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">Thus for protons combine to produce one Helium nuclei with 26.7\u00a0<\/span><\/em><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"37\" height=\"24\" \/><em><span style=\"font-family: 'Times New Roman';\">\u00a0energy<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<ol class=\"awlist18\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 72pt; text-indent: -54pt; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Carbon-Nitrogen Cycle:<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">In this cycle, carbon absorbs protons and emits a \u03b1-particle. The carbon-nitrogen cycle takes places in following sequence\u00a0<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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l+d5leY0iJcHQkpBBBFEEJEH0aL9D\/VOgr+5qgS7AAAAAElFTkSuQmCC\" 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\" alt=\"\" width=\"327\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The overall\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"28\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0may be represented as<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"458\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Here again four protons combine to form a helium nucleus, \u03b3-ray and neutrons along with about 25 MeV energy. Here carbon acts as a catalyst.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As the temperature of sun is about<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"79\" height=\"24\" \/> <span style=\"font-family: 'Times New Roman';\">both proton-proton cycle and carbon-nitrogen cycle participate equally in generation of energy in the sun. Star hotter than sun get their energy in carbon-nitrogen cycle while those collar than sun get their energy from proton-proton cycle.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">44 Controlled Thermonuclear Fusion Reactions:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Controlled thermonuclear fusion reaction is the basis of fusion reactor, which is the future source of unlimited and unpolluted energy.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The most attractive reactions for terrestrial uses are<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 200%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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alt=\"\" width=\"316\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Deuterium, the source of deuterons for these reactions is available in unlimited quantity in sea water.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Other requirements for a fusion reactor are<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">High particle density, a high plasma temperature, along confinement time.<\/span><\/em><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">45 Nuclear Holocaust:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is a name given to large scale destruction and devastation that would cause by the use of nuclear weapon.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">In fission of single\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0200MeV energy releases in<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEoAAAAYCAYAAABdlmuNAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAQASURBVFhH7ZdbKHRRFMfHXSSXhAeUJ8qleEEiSoRyTXkhIZJ4JnJ5QVLywIMUihJSRCkvInlQInJp3CJyyzWEzPq+tc46n5kxx5yGmXx1fnXqrP\/ac\/aZ\/+y11x4VKMhCMUomilEy+S+Murm5gZWVFVhdXYWHhwdWLcuvN6q3txfi4uJga2sLlpaWwN\/fH5aXlzlrOX61URcXF2Brawu3t7esAMzMzEBQUBBHlkOWUYeHh5CWlsaRYaampiAnJwcSEhKgtLQUrq6uOGM6k5OToFKp4OXlhRWA\/f190p6enlixDEaNKi8vp18VX06KtrY2cHd3h4ODA3h+fobCwkJwcHDQ+YKmcHp6SvNeX1+zAjA3N0cazmVJJL89vpCPjw8MDg6SCVJGYVk4OjrC8PAwKwI4Pjk5mSPT6e\/vBz8\/P6ivr6cfoKenh5799vbGIyyDpFG4YT4+PtI9vqiUUV1dXZTb29tjRQA1NBpB011cXIxeBQUFNF4fNAVXKjIwMADBwcF0b4iNjQ3Y3NzkyDAnJyc07iuOjo5ojFgV0vWkxVdGFRUVUU57w0WSkpLAysqK7jUaDX1ZY9f7+zuNlwKfgyWNZukTGBhI86WmptL74P3Q0BBnBUZHR8HJyQlCQ0PpOTY2NtQwtOnu7qYKiYiIAA8PD3rW3d3d941CQwwZVVNTQ\/pPbbpoUllZGRQXF7PyQWVlJc31+vpKMY5FE46PjylGOjs7wdraGs7Pz1kRVn1fXx9HAO3t7WQwNgwRXOm4qsxmVHNzM+m7u7usmE5VVRWdpS4vL1nRBUsW55LKo2GYn52dZQVgcXFR5zNoIMa4FxrCbEY1NjZKfuanub+\/B09PT5pvYmKC1Q9qa2sphyVbV1cHrq6u4OXlpbOasEnY2dn925f1+bZR+fn5lNNe0khKSgo4OztzZH6wPDIzM6l08vLyWBUICwuDkJAQWuXj4+MGjxbR0dEQFRXF0We+bZRYYmtra6wIoBYQEMCR+cCNVrsJjIyM0NxnZ2esCO9SUVHBkWFwTHp6OkcC2GBEvm2UWP+tra2sCKDW0dHBkfnAfwz6xwGce319nSMAb29vSExM5Eigurpapyv6+vpSpxPB4wg+W+yKRo3a2dmhEsLJFxYWWNUF6x7z8\/PzVALYosPDwzlrXnDVxsbGwvb2NqjVasjIyAB7e3vOCjQ1NdH7xcTEQG5uLp3vcMvQBrsijsHyy87OBjc3N2hpaaEOikgahf\/WS0pKDF5jY2M86gPsKLi8MY+neUsxPT1NxwPcYyIjI6GhoeFT98NjA27W8fHxtI\/hPiUaIIJlhhWApmdlZdGi0B4jq\/QUFKNkoxglE8Uomaj+blhq5TJ2adR\/ACl7ljy0Rv9cAAAAAElFTkSuQmCC\" alt=\"\" width=\"74\" height=\"24\" \/> <span style=\"font-family: 'Times New Roman';\">If 50 Kg\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0undergo fission reach then total energy released would be\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"70\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">Joule.\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Which is equivalent to energy obtained from 200 tons of TNT Such an uncontrolled energy causes atomic explosion.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">First such explosion occurred in 6 August 1945 in Hiroshima in Japan where 6600 person killed and 69000 peoples injured. It is estimated that nuclear arsenal sufficient to destroy every form of life on earth. Such a holocaust will not only destroy life that exists but make the earth unfit for life for all time.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The radioactive waste will hang like a cloud in the earth atmospheric which will absorb the sun radiations and there may be a long nuclear winter. Let us hope that man uses nuclear technology for improving the quality of life rather than for destroying the planet.<\/span><\/p>\n<p style=\"margin-top: 18pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">46 Distinction between Nuclear Fission and Fusion<\/span><\/strong><strong><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0 m.imp<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/strong><\/p>\n<p style=\"margin-top: 18pt; margin-bottom: 0pt; line-height: 150%; font-size: 12pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Nuclear Fission<\/span><\/strong><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 15.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><span style=\"font-weight: normal;\">In fission, a heavy nucleus split into two lighter nuclei.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 15.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><span style=\"font-weight: normal;\">In fission reaction, a bombard particle is needed.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 15.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><span style=\"font-weight: normal;\">The energy released in fission reaction is smaller as compared to fusion.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 15.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><span style=\"font-weight: normal;\">The products of nuclear fission are radioactive and harmful for environment.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 15.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><span style=\"font-weight: normal;\">We can easily control nuclear fission reaction.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 15.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><span style=\"font-weight: normal;\">The external conditions can be maintained.<\/span><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Nuclear Fusion<\/span><\/strong><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 20pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">In fusion, two or more than two lighter nuclei fuse together to from heavy nuclei.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 20pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">In fusion reaction the lighter nuclei should bring close to each other.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 20pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">The energy released in fusion reaction is much larger then fission reaction.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 20pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">The products of nuclear fusion are not radioactive and harmful for environment.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 20pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">We cannot control nuclear fusion reaction.<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The temperature required for fusion\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"26\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0in\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACkAAAAYCAYAAABnRtT+AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAL9SURBVFhH7Za7SytREIcT0CKIhSKKFsbGF4iNKSRKJKKInVhYWEREuxQ2YhF8FBFBkaQwlRBRsLDQTvEf0EZIEUEDBi1EREISSHzE+Mjv3pk9Z\/NEjOZeIvjBkp2Zk91vZ8+eXQ1+AL+SheK\/SD48PODs7AzxeFxk8uOfSsZiMdhsNlgsFpycnBSf5NPTEwwGAzY3N0Xm6+SU3Nvbw9LSkoiyeX5+5vrAwAAGBwfhdDrx+voqqgpWqxX9\/f0iymZ3dxdms5m34eFhRKNRzofDYQwNDam1lZWVdMlAIICuri5oNBqMjo6KbDok09HRwXWaazc3N6irq0NPTw8SiQSPoRPSMY6OjnB8fAyHw4H9\/X28v79zXTIxMcHjTk9PRUbB5XJxngQJlqSD2+12tLS0wO12fyh5cHDAdRKUyIPe3d1xfHV1xfH09DRub28RDAb5Ikwmk3ohxNzcHI+LRCIio9DY2IjZ2VkRpUgeHh7yL3XzI8nW1la0tbWJSIEeCPrPzMwMx36\/n+NUofPzc87R7ZRIyVTGxsYwMjKS1vWsOfmRpJTp7e0VmSTl5eUoLS3lfepe5slld6mrkkzJtbU1NDU14eXlRWQU8pKUcy2XZHV1tXpC6kJJSQm2trY4Jubn56HX60WkICXf3t6wvb0NrVaL+\/t7UU1SMMna2lpVkqBujI+Po7OzE0ajkSVJJhUpSQ9eWVkZ7\/t8PlFNUjDJmpqaNMnPICVpKlxfX0On06GhoeF7t5vWR6pRZzKhOUmLdz6kShKrq6scywdQkpckUVlZifr6ehEpSHmaV\/mQKUn09fVxzuv1iswXJOU6enFxITJgOcrRqzAfcknSElVRUcF5OYfTJOltsr6+zgOoW5eXl6KShETa29vR3NyMUCjEa2JVVRU2NjbEiM9Dr0M6F318pLK8vMz57u5ujlXJnZ0dTE5O5twyO\/T4+MgdpRrNH4\/HIyqfh74P5PGnpqbUdzexsLCg1hYXF7NvdzHyK1kofobk3y8Vf3FvCf8fUXu0YMhlfXoAAAAASUVORK5CYII=\" alt=\"\" width=\"41\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0which cannot be easily maintained.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">47 Indian Atomic Energy Program:<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The atomic energy program of our country was launched in 1950 by Homi Jahangir Bhabha.<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">In 1956, Apsra nuclear reactor was invented, which uses uranium as fuel and water as moderator.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">In 1960 another nuclear reactor started named Canada India reactor (CIRUS) it also uses uranium as fuel and heavy water as moderator.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Indigenous design and construction of plutonium plant at tramway has unheard technology of fuel processing.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Research reactors like Zerlina, Purnima, Dhuruva and Kamini were commissioned. The last one uses U-233 as fuel.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 11.44pt; line-height: 150%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The fast breeder reactor uses Plutonium-239 as fuel and do not need any moderator. They can be used to produce fissile Uranium-233 from Thorium-232 and to build power reactor based on them. Considerable work has been done by our scientists in this direction. We have mastered the complex technologies of mineral exploration, mining fuel fabrication, heavy water production, fuel reprocessing etc.<\/span><\/li>\n<\/ul>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">SOME IMPORTANT MCQ:-<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">1.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">The Lyman series of hydrogen spectrum lies in the region<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Infrared\u00a0 \u00a0<\/span><span style=\"font-family: 'Times New Roman';\">(b) Visible\u00a0 \u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">(c) Ultraviolet<\/span><\/strong><span style=\"font-family: 'Wingdings 2';\">\uf096\u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(d) Of <\/span><span style=\"font-family: 'Times New Roman';\">x rays<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">2.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Which one of the series of hydrogen spectrum is in the visible region<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Lyman series\u00a0 \u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">(b) Balmer series<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096\u00a0 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(c) <\/span><span style=\"font-family: 'Times New Roman';\">Paschen series\u00a0 \u00a0<\/span><span style=\"font-family: 'Times New Roman';\">(d)<\/span><span style=\"font-family: 'Times New Roman';\">Bracket series\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">3.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">When a hydrogen atom is raised from the ground state to an excited state<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">(a)<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">P.E. increases and K.E. decreases<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096\u00a0 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(b) P.E. decreases and K.E. increases\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(c)<\/span><span style=\"font-family: 'Times New Roman';\">Both kinetic energy and potential energy increase <\/span><span style=\"font-family: 'Times New Roman';\">(d) Both K.E. and P.E. decrease\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">4. in Bohr model of the hydrogen atom, the lowest orbit corresponds to<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Infinite energy <\/span><span style=\"font-family: 'Times New Roman';\">(b) The maximum energy\u00a0 <\/span><strong><span style=\"font-family: 'Times New Roman';\">(c) The minimum energy<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(d) Zero energy\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">5.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">The minimum energy required to excite a hydrogen atom from its ground state is\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">13.6 eV\u00a0 \u00a0<\/span><span style=\"font-family: 'Times New Roman';\">(b)<\/span><span style=\"font-family: 'Times New Roman';\">6 . 13 eV\u00a0 \u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(c) 3.4 eV\u00a0 \u00a0 <\/span><strong><span style=\"font-family: 'Times New Roman';\">(d) 10.2 eV<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">6.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Which one of these is non-divisible?<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Nucleus\u00a0 \u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">(b) Photon<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096\u00a0 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(c) Proton\u00a0 \u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(d) Atom\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">7. to explain his theory, Bohr used\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<a href=\"https:\/\/vartmaaninstitutesirsa.com\/\">Vartmaan Institute\u00a0\u00a0<\/a><\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Conservation of linear momentum\u00a0 \u00a0 <\/span><strong><span style=\"font-family: 'Times New Roman';\">(b) Conservation of angular momentum<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(c)<\/span><span style=\"font-family: 'Times New Roman';\">Conservation of quantum frequency\u00a0 \u00a0 \u00a0<\/span><span style=\"font-family: 'Times New Roman';\">(d) Conservation of energy\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">8. in Rutherford scattering experiment, what will be the correct angle for \u03b1 scattering for an impact parameter b = 0\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAYCAYAAAAVibZIAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAsSURBVEhLY\/hPAzBqKPXBqKHUB6OGUh+MGkp9MGoo9cEQMvTfv3+l1MX\/SgEhkMz5sLNVEQAAAABJRU5ErkJggg==\" alt=\"\" width=\"21\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">(a)<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"375\" height=\"27\" \/><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">9.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">The splitting of line into groups under the effect of electric or magnetic field is called<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">(a)<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Zeeman&#8217;s effect<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(b) Bohr\u2019s effect\u00a0 \u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(c) Heisenberg\u2019s effect\u00a0 \u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(d) Magnetic effect\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">10.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Minimum excitation potential of Bohr&#8217;s first orbit in hydrogen atom is\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">13.6 V\u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(b) 3.4 V\u00a0 \u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">(c) 10.2 V<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(d) 3.6 V<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">11.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Energy of electron in a orbit of H-atom is<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a) <\/span><span style=\"font-family: 'Times New Roman';\">Positive\u00a0 <\/span><strong><span style=\"font-family: 'Times New Roman';\">(b) Negative<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(c) Zero\u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(d) nothing can be said\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">12.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">The concept of stationary orbits was proposed by<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">(a) <\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Neil Bohr<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(b) J.J. Thomson\u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(c) Ruther ford\u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(d) I. Newton<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">13.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Who discovered spin quantum number?<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">(a) <\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Unlenbeck and Goudsmit\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(b) Nell\u2019s Bohr\u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(c) Zeeman\u00a0 \u00a0<\/span><span style=\"font-family: 'Times New Roman';\">(d) <\/span><span style=\"font-family: 'Times New Roman';\">Sommerfield\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">14.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">In hydrogen atom which quantity is integral multiple of\u00a0<\/span><\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"19\" height=\"34\" \/><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">(a)<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Angular momentum<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096\u00a0 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(b) Angular velocity\u00a0 \u00a0<\/span><span style=\"font-family: 'Times New Roman';\">(c) Angular acceleration\u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(d) Momentum<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">15.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">The order of the size of nucleus and Bohr radius of an atom respectively are<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">(a)\u00a0<\/span><\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKIAAAAYCAYAAAB5oyYIAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAdESURBVGhD7Vp5SFVPFJbK9sDKVooIMWyxaIE2IwoqktQKqYjqj8JogYI2wv6otIisCMoWiBaD0iCzfSdFaKOCaCHK9izajDIrK\/P0+86bM03P+97TvP7uE+4Hg2++c9+948w3c5b7QsiFiyCAK0QXQQFXiC6CArVSiGVlZZSenk67du1STEWUlpbSggULaO7cuYpx4Q\/Pnz\/n+SoqKlLMH7x8+ZLWrVvHc7l9+3Z6\/fq1stiHWifE+\/fvU+fOnSkkJISmTZum2IoYM2YMX4Pmwjd+\/fpF27Zt03P14sULZfGgoKCA6tevT4MHD6bTp09T06ZNqXnz5lRYWKiusAe1apXWrFnDO7JFixZ+hYjTMj4+3hViABQXF9PixYspOzvbpxC7dOnCPDwMkJGRwf1Ro0Zx3y780yphF23cuJFmz56tGGtkZWXR5MmTacqUKbRy5Ur6+vWrsvwbMHFAu3bteDKshHjz5k0aMGAAHTlyRE9ubcCDBw9o6tSpdPXqVcVUxJs3byg5OZnndObMmXTu3DllqR7evXun58pbiKGhocz\/\/PmT+zgh0Y+IiOC+XajyKmHCoqOjeTCdOnVSbEX06dOHr8EO2rt3L39u1aoVxyLVhS8hfvnyhTp06MBjPHnyJF+DFsz48eMHLVmyRI\/1+PHjyvI3Ll++zPZu3brRhQsXaNiwYdzHHOBgqA58CfHZs2eaR1wOvHr1ivvt27fnvl2o0iqNGDFCDwwNgrTC6NGj2d6jRw\/ul5eXU2xsLHP9+\/dnrjrwJcTx48dTWloaf\/YW4tGjR\/lvMAHiwsaRcaJdunRJWf+gpKRE2y9evMicKZ7qnoy+hIhDQ\/igESJiBbiOp0+f6sH5EmKjRo3YfuDAAcUQ7d69W3\/v0aNHzG3YsIGaNWsWsCHmM2ElRLg0cOHh4dS2bVsOqOV5rVu3poYNG6orPYCb887+kB0+fvxY9Tz49u0b3blzR\/Xsw5UrVygsLIzOnz9Py5Yt02O1EiJCHNgwr9jUArhH8FFRUYohy\/mzaib8uWbhxTU\/fPiQ+7179+a+iXv37mnBAhgr5k7iSwFOWu9kp9JC\/P79O\/+FG5DBWQkREyz2a9euKZbYnQh\/8OBB5nAv\/IOBmrfrsRIirsE\/LO3w4cP6ecIBEB8yP7GtXr2aOYhVOCwU7jd06FDNIVays2yBRZJF27p1q36OlRAjIyPZ1qZNG8V4AO8i35P1sZo\/q2bCnxBF7O\/fv+f+jh07uL9q1SruA9hIdevWZR7zhFxg\/fr1Or6sU6cOh2ioeDRu3Jg5NHhJQZUDqEBCxADEbu7e27dvaz41NVWxVYMIF7Em7oPsGX1voQI7d+7Uz5OJx2LVq1ePT76kpCS2jR07lk8muJyFCxfq72CRjx07Rnfv3tWcecLbCX9CxByKrWvXror1wCxRff78WbFVAzYDPJTcJy8v769TDacXhAQbwh78lZALwKEycuRI\/iz32Lx5Mw0fPpzjX+Fwanfs2JHDjISEBM3LBrJdiMuXL9d2u4V49uxZ2rNnT4WG+pYJZNem\/cyZM8ryB1Lewa6VBGrLli16jBAhYI5b4jO74ZQQcW9znsz24cMHdZUHCCFwqvlKNvF8GUu\/fv2YM7XSsmVLLbq4uDjmcIqKRmwXYkpKirbbLUS7gAmRsZglqJ49e2peIDU2TBqy8pqAkyeiXcjMzNRj+fjxI3OmOFesWMEc0L17d+ZQghLYLkSUH8RuxojXr1\/XvNMZLMo7MpacnBzFEic54GJiYhRD7HbADRo0SDH2I1CMKDbvGBFFZbF5x33\/N8aNG1dhLIgJhUMiAyBJFC43N5c5wHYh4kgXO04TwalTpzSPeMxJmLtXgnOzRHLixAnmEHQLhzcQNYVAQpw\/fz7bEOibkFqtuXGcAk5rjKVv376KIVq0aBFzTZo0UQzxmzFwaG\/fvlVsNYXoq7qOQjfsmCjBrFmzmDMzJacwadIkHgsyZcH+\/fv1\/+VdM0NDjITM0dzF\/oBT1\/QI\/mAK0SqeRUlJ7Ddu3GAOYUKDBg3+4pyCuYnNH6II16tXL8UQu2PhEXbs27fPoyllDwgkALdu3aK1a9fqG6EhQ0JmKa\/fAPTxohx2uGEp3cC1IGN1EmYml5iYqFjiLE94iW1RrhEOmwqu+9ChQ2wLBPxSBd\/DIlkBz0BNFp4CGaU8Z+DAgSx6ZKsCXCsLCC8Elzd9+nTu43WfjNcpwIPI+KVGjDEJZ5bZ5syZo3m8+EC8iFptpYWILBIlDV8N7s7EkydPaOnSpWwbMmQIl3VQr3IacAcyZmSHggkTJjAHQQowmfj5E\/gZM2awACqLefPm8WT7er+OhEnG4auZZRScGqgO4DSHDQLE2yPwTgM1RRmzbDyc2MLl5+czB2D+J06cyPymTZt0PFll1+yickDchleOLioHV4g1AMR5cOOfPn1SjItAcIVYA0DR1+lySm2DK0QXQYGQ\/wLyAre5zdlWXvAbY7Oe1zOttIwAAAAASUVORK5CYII=\" alt=\"\" width=\"162\" height=\"24\" \/><strong><span style=\"font-family: 'Wingdings 2';\">\uf096 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(b)\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"136\" height=\"24\" \/>\u00a0 \u00a0 <span style=\"font-family: 'Times New Roman';\">(c)\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"165\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">(d)\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"128\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">16.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Which of the following is quantized according to Bohr\u2019s theory of hydrogen atom?<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a) <\/span><span style=\"font-family: 'Times New Roman';\">Linear momentum of electron\u00a0 \u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">(b) Angular momentum of electron<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(c) <\/span><span style=\"font-family: 'Times New Roman';\">Linear velocity of electron\u00a0 \u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(d) Angular velocity of electron\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">17.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">The kinetic energy of an electron revolving around a nucleus will be<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a) <\/span><span style=\"font-family: 'Times New Roman';\">Four times of P.E.\u00a0 \u00a0<\/span><span style=\"font-family: 'Times New Roman';\">(b) <\/span><span style=\"font-family: 'Times New Roman';\">Double of P.E.\u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(c) <\/span><span style=\"font-family: 'Times New Roman';\">Equal to P.E.\u00a0 <\/span><strong><span style=\"font-family: 'Times New Roman';\">(d) <\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Half of its P.E<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">18.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Which of the following particles are constituents of the nucleus?<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a) <\/span><span style=\"font-family: 'Times New Roman';\">Protons and electrons\u00a0 \u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">(b) Protons and neutrons<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(c) <\/span><span style=\"font-family: 'Times New Roman';\">Neutrons and electrons\u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(d) Neutrons and positrons\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">19.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">The neutron was discovered by<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Marie Curie\u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(b) Pierre Curie <\/span><strong><span style=\"font-family: 'Times New Roman';\">(c) James Chadwick<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096\u00a0 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(d) Rutherford\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">20.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Nuclear binding energy is equivalent to<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Mass of proton\u00a0 \u00a0<\/span><span style=\"font-family: 'Times New Roman';\">(b) Mass of neutron\u00a0 \u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(c) Mass of nucleus\u00a0 <\/span><strong><span style=\"font-family: 'Times New Roman';\">(d) Mass defect of nucleus<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">21.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Size of nucleus is of the order of\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a)\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"49\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">m\u00a0 \u00a0 <\/span><strong><span style=\"font-family: 'Times New Roman';\">(b)<\/span><\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"52\" height=\"24\" \/><strong><span style=\"font-family: 'Times New Roman';\">m<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096\u00a0 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(c)\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"49\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">m\u00a0 \u00a0<\/span><span style=\"font-family: 'Times New Roman';\">(d)<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"49\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">m\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">22 From a newly formed radioactive substance (Half-life 2 hours), the intensity of radiation is 64 times the permissible safe level. The minimum time after which work can be done safely from this source is\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-left: 5.25pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a) <\/span><span style=\"font-family: 'Times New Roman';\">6 hours\u00a0 \u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">(b) 12 hours\u00a0 \u00a0 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(c) 24 hours\u00a0 \u00a0<\/span><span style=\"font-family: 'Times New Roman';\">(d) 128 hours\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-left: 5.25pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Solution: (b) By using\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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alt=\"\" width=\"337\" height=\"44\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0so time\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"155\" height=\"24\" \/><\/p>\n<div style=\"clear: both;\">\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: right; line-height: normal;\"><strong>1<\/strong><\/p>\n<\/div>\n<\/div>\n<p style=\"bottom: 10px; right: 10px; position: absolute;\">\n","protected":false},"excerpt":{"rendered":"<p>Chapter 13 Nuclei Chapter\u201313: Nuclei Composition and size of nucleus, nuclear force, Mass-energy relation, mass defect; binding energy per nucleon and its variation with mass number; nuclear fission, nuclear fusion. 14 Composition of a Nucleus: After the Rutherford \u03b1-ray scatterings experiment two theories ofcomposition of nucleus were proposed which are as follow. Proton electron hypothesis:- [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_uag_custom_page_level_css":"","site-sidebar-layout":"right-sidebar","site-content-layout":"default","ast-site-content-layout":"narrow-width-container","site-content-style":"unboxed","site-sidebar-style":"unboxed","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"default","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"set","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"class_list":["post-2263","page","type-page","status-publish","hentry"],"aioseo_notices":[],"_hostinger_reach_plugin_has_subscription_block":false,"_hostinger_reach_plugin_is_elementor":false,"uagb_featured_image_src":{"full":false,"thumbnail":false,"medium":false,"medium_large":false,"large":false,"1536x1536":false,"2048x2048":false},"uagb_author_info":{"display_name":"sandeep.soni484@gmail.com","author_link":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/author\/sandeep-soni484gmail-com\/"},"uagb_comment_info":0,"uagb_excerpt":"Chapter 13 Nuclei Chapter\u201313: Nuclei Composition and size of nucleus, nuclear force, Mass-energy relation, mass defect; binding energy per nucleon and its variation with mass number; nuclear fission, nuclear fusion. 14 Composition of a Nucleus: After the Rutherford \u03b1-ray scatterings experiment two theories ofcomposition of nucleus were proposed which are as follow. 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