{"id":2258,"date":"2023-05-02T08:03:25","date_gmt":"2023-05-02T08:03:25","guid":{"rendered":"https:\/\/vartmaaninstitutesirsa.com\/?page_id=2258"},"modified":"2024-03-14T15:13:13","modified_gmt":"2024-03-14T15:13:13","slug":"chapter-12-atoms","status":"publish","type":"page","link":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/chapter-12-atoms\/","title":{"rendered":"Chapter 12 Atoms"},"content":{"rendered":"<h1 style=\"text-align: center;\"><strong><span style=\"font-family: 'Times New Roman';\">Unit VIII: Atoms and Nuclei\u00a0<\/span><\/strong><\/h1>\n<h3>Chapter 12 Atoms<\/h3>\n<p><strong style=\"font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Chapter\u201312: Atoms : <\/span><\/strong><strong style=\"font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Alpha-particle scattering experiment; Rutherford&#8217;s model of atom; Bohr <\/span><\/strong><strong style=\"font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">model of hydrogen atom, Expression for radius of nth possible orbit, velocity <\/span><\/strong><strong style=\"font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">and energy of electron in nth orbit, hydrogen line spectra (qualitative <\/span><\/strong><strong style=\"font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">treatment only).<\/span><\/strong><\/p>\n<div>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img decoding=\"async\" style=\"float: right;\" 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\" alt=\"J.J Thomson &quot;Plum Pudding&quot; Model | Sutori\" width=\"175\" height=\"168\" \/><strong style=\"font-size: 12pt;\"><u><span style=\"font-family: 'Times New Roman';\">1 J J Thomson&#8217;s Model of an Atom:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">According to JJ Thomson model of an atom, an atom is just like a watermelon in which seeds behave as electrons and reddish parts behave as\u00a0<\/span><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"47\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0charged matter. Atom as a whole is electrically neutral.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Failure of JJ Thomson Model:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-left: 36pt; margin-bottom: 0pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><em><span style=\"font-family: 'Times New Roman';\">It could not explain the origin of spectral series of hydrogen atom.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-left: 36pt; margin-bottom: 0pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><em><span style=\"font-family: 'Times New Roman';\">It fails to explain the large angle scattering of hydrogen atom.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">2 Rutherford \u03b1-particle Scattering Experiment\u00a0<\/span><\/u><\/strong><strong><u><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 8pt;\"><sup>imp<\/sup><\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Rutherford along with Geiger and Marsden performed a number of experiments on the scattering of \u03b1-particle due to atoms of thin gold foils. The experimental demonstration of their model is as below.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img fetchpriority=\"high\" decoding=\"async\" style=\"float: right;\" 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4LTjnlFHPXvPPOO1XrSoiQ48vPVf3pAxJyCblIOYUKORY3xTiZgUcyPxifdu+991qmSb4goBQTHXfcccHEiRMtN7ycfVgaAkvc9\/mdEnIJuUg5hQg5Ak264dy5c8M9P4AIX3XVVcFHH30U7mkYZmYy5o3By0899ZQ11ao2CDk+8qVLl4Z7\/ENCLiEXKacQIac3CcKb6f+mmyHuiUJGtrlJQogoPvdSqz5L4c477yx7fno1yVvI+eD4x9O7l1l3tfynlxMJuUg7hQg5LWHJVIkGBnFJcP98uwhi1TMxnwpNqj7jkMNNH3Off+8NCjn9EyZMmGDJ+PQRZvJG9+7dreT2tttus2nZPiMhF2knXyHHGqcvSdQ3jijjE2esWj7FOli9lNkPHz7c7hcXEPJiArRxoV4hpzMY3cVIBdp4442Dn\/zkJ8GPf\/zjoEmTJjaRequttrI8T1pI+oqEXKSdfIQckeaY6G8dq5yRbeynMVZ9kIFCPxbcKGSlxM0AxFjNlYXjAzmFnCR5egdvueWWQePGjW0SdebGUNP11lvPckY5W5ejiU21kZCLtJOPkLueKVGre+HChebjJoslF4g9ZfYEMjmWoRKFZLRUC05IiRNyPiyqtrDCEWtE+0c\/+pENMXV\/2dxt66yzTrD\/\/vsHr7zySvgI\/pAEIeeHQvzCbWQCVBssLp67kGBXFPKGo++hkjEYBKhcww2SQENCjvAOGzbMxNiBy5WhDvW5R4iruTL7448\/3j7XuIJ24V7xldWEnPzNhx56yFwnzupee+21zY2y2267BTvssIP9\/cUvfhGsu+66ddY6LpcTTzzRO6s8CUJ+7bXXmttr8803t8+NRkbRYFQ1IADO8\/\/6178O9xQG\/TRw2fEYfK9mzZoV3pIfFJNEybwepU2bNvV27EsbDQk51jjuEAcawVi1gQMHhntWhxMx\/vCuXbvacfVNDooDGBK4kX1lNSHHWkGoEWc2BOJXv\/qVNXN3KUf8ZSr1EUccEWy66aZ1ljmXSePxiaS4Vtz7oLCCz6JaVXEO9\/y5\/p8NQe4x8RYgp\/h3v\/udXc6XzOet73XwHZeQ\/0B9Qs73iLTCqE+bPiidOnWqd7Qa+rD33nvn7FMeN1jFXnnllVU3gMrFKkLOh8YSCvFGDLCQ3AeWaWlzxiV5\/\/rrrw+23XZbOx63y+677x4sXrw4PCr+5PrB+yrkfC4sY6sp5CydWaFBfZZwfZQi5KS94QaMUt\/rkJCvSn1C7v5XztVFX3GaWS1fvjxrSTuWd48ePSyzDZdfJV1kxUBXxmzFTLyXIUOGJEPI+dC23357s7AR89NOOy1YsmRJeGt2OJNFXTH4ywmK+ELShJxlMK4W94W8\/\/77gxYtWlj6qOP3v\/+97QNOxlzmy81J+aSTTrL9++23nw3LzQS3Dcc7fyIn+K233tpcayNHjrR9UXgMjidnmMfO1WUul5ATgOL+BN6BtqhHH320XT744IOtmhB3Hy4+jqPrHn+xGh08Hvtatmxp1wm6RX3kxHfIzEor9Qk5v+WoNc7\/kgyPbCJOwJDPZtKkSZYsEUfw2e+44472PjLjJGeccUYyhJy2k\/wgCWS2atWq3mh0FM5yLL8QcU4CBx54oJ2xfSAJQn7fffcFP\/vZz4JDDjnEfJKu1Pirr76ynhgscwlMcVIm35cxWewjl5cV2Jlnnhn89re\/tWN23nlnexy+6JwEovAjuOiii+y+fFforYG\/FAGmNBtDIBNuQ2zpLnfUUUcFb731VnjLqvB4HMtrbN68uRkHgOjyfDw+biMnyrxGxB2\/Jn+xGjmOPh2nnnqq+eyBz5BRZIMGDbL3C9HPnJMX\/w9OOBS7pJFcQv7CCy\/Y\/wyrGoHje4aRkBlMd8FQHoPPqBbB9nzh+4dGkY3Hdwhfv\/M24MvPrFj1hToh54uPVYJVjSjwAymkcQ3BAqwo\/klbbLFFMHXq1PCWeJMEIefHRqEG8YmddtqprrABCxkLnSUuny3N8xFql\/PLe+fHSnEXIj579mz7cvM4WNyZQo4YOzHkhOHSyJhCnq2Ygv245hACLPL6hgwQgOS1tW\/fPujYsaMZB1Hr+9ZbbzVrm8\/ksMMOs9fId46TBz9GrEAHJeROyDl5EN+hJsKNG3OfOT9qjuX1Iei4DNJINiHnt89J0\/UbpwSf70j0ZI24s5\/j0AsyP6odmykUvhe4jNE5DFb8+HwHeC\/8DnwxQDMxIXdn24022siEuF27dkU1kMFqwiXDP4hlig8ZLEkRcuf3YyQWFbeACPbv398sDaa1YLEilAjw2LFj6947X2BaL4Dbh0WcKeR\/\/OMf7cQA+Qg5LUmZnM73oHXr1vWO\/EJweY1s7jj8rHwvERWe26W\/ZX5m3DeXkONOyVxZuvtT3HLQQQfZagCL8pFHHrH9aSObkE+fPt2EG583MS+6A3LSdy4VyvLpG84qhtzwUmZyVgJOzogyJxdWhFST8ltghUrtC0LOhluQ24DfRDb\/uQ+YkLNExh+OACPExWaekDKGNY6L5cgjj8yrZLfWpEHIsdYBscbHDbxvvriQTci7deu2mpC723B\/7LPPPibkWGBY0LmEnKUqgcc999yz3p4a2T4HhBzB4EdJEN1Zg5nH4mpx79\/lNzv\/Z+axFK5hcEBUyLEs00qmkPN54SrlpM1JmO9HNDWPlRArGL5X+MvdCb0WcJJn9UaqIycaVme8XmJCnGCIyXCdjBR+C7jgfv7zn5uIb7bZZmY4uOwbTuQ8ho+YkBPwIk+cgNEuu+wSLFu2zG4sFH50VHniYmE5G\/dlFmQTEPBFyPGDk4PthIwTqRNy9974onOSdULOaotgJj9INvL\/uY1jSCmFXXfdtc76drjHI6Vs3333NYHl+flR1CfkuERwy+SC10BcJRMn5FjinTt3th8Z1nXbtm3DI76H18Xz8HqxHilmcz9I95qdawUf7xNPPGHFKQg518HXH3A5yBRyJtYTd0AkWcXx\/8Qdh8GHpU6cBXdKvjG0coDXgJMK312elyA4ok3zLf6yKuQ3i1DzXSHegmuRjCaOd3573gf61KxZMzN6ol4D3psvLuFMTMjxFW6wwQaWPnj66afbj7NYWEqzHPYF34Uc6xgh5YvMj65Dhw512SY06mffuHHjrMscYo04MjWcOAiijt8cC4UfM1YYLjHAV47gRSE9i8fDX+3cEHxXWJ7iX88EIec43DC4dHKN7mK5Sw1CJrxWvk9nnXWWuVY4jqU8fvcoZK9wssDyQsi5ndcKhx56qL1mbkPoEW5Ei1UnQs4Jhtt79+5tx6eRqJBzciagzf8K9xSrFf6ywuH\/hJuOFU0h8bNCwQBkVcBnOWfOHBNYnpvvI+4cvrd8F4455hhbdZJZQwos3y\/iQfUFLDFaSc\/lO8WxUXiuODXyKgQTciw4qjfZcqWHJRW+CNHScLfxRWEZHnf4geFacFu0qX\/Pnj1tn7Ngsdq5TpYKWRxsfLHxfwLLZefrxGInEBSFEz73xw3nQMg5+WcDMeV4lxJIkDITLC1uO+CAA8I9P4CgRO8\/Y8YMC4AiPFF+85vfWNYNkLXCsS798A9\/+INdd1WI\/FCJAQEnH25jS6t\/HJyQ81lgveKawoLl88MowCWGIYAA8hmUC\/ztWMS4Nvje8f3it4fBwWeORY1lzSqfokQMAlwhxG8wYIpx6fB9RfSzZdZw4nD+ct8wIcdyIsi5ySab1KV9ZcKHjP+Rfzpn7aRAEI6y8MwNK7WaS0dfQThzCbnwAyfkuE444XESxDWKD5x8cFatuFKK9YWjHVjwiDZuPkSUQCTCSWAb\/zsrIgwOfnusvhBwrG+MD4yNaoC2uQwW3zAhx8fK8pyAFD\/MbPABkJ5FLw1yRYUAXDkScr9xQs4KFPcaLgqKt1i9EAvJFv8oBAScGAX+bFa6uO2oV6H4EDcYbkxiFMXG5soFrhZOZF4KOf4ofKkIOR9atootIOJLRgsfAMn0tf6ni9rD8peK3rg3RBL144Sc4B+ijWXMShUrGes83xU4vmksbeIuxCQYQkNtAL2buIyFT30CK130AzcgvnDcHehQLu2pFrweVh5eCjnLFnxQCHmuznV8mHvttZcdw0Z2S5yr4PhiYFkQfReVgx8hASJRP7gQcBXUl35ZSxBy8u0Rbqpif\/nLX1rCAn7rXEFN3CMkA+CCwcgj\/kFKKvfnpEDcjWIirHyEG4sckeekH9dsNt4TuualkPMlI7CFj9z1osiElJwNN9ywTsjZyEKIK7iByG0mCMYXqr4othCVhFRNfL4YSQhmHOF1bbPNNibEWOMYQC4YSC0I+fusvshWIdsD1wiNsUj1I1uKuBpBUVyuFODQkx4XLS6VWlvZhYBhQjsHH9KmM1kDa5vsBIQ8W+YAEOUlNTEq5LmOjQMIOfnQrhsjkW4+JCGqBWJAwRVZM2SDUZ8RVyFHjKl2JPMHcSZDhSIz\/OSkH9JegYwmdAC\/OambCDfpm2Sa8NvyUfwyoWaBTBkfChkzWYOotOuRkkuciR5T9RkVcnKHWVLFcevVq5e1VXWvdbvttrMgC4Ke7Xht2sq5Ue6P+GGFOwOIjDAKVbIdX+uNletPf\/pTs8YRMlLwqIrk90K6JytyXCRY2bgtkwrvjfTrbKmJcWcNgg4ENhBy2nlmg6UW5axOGNkIjGb7UsRhyxRyip0oLpGQa6vG5joBUi3tvoNxFHL89qwU+O2vv\/76tjIn4ImrJLNYJg3gCqJYzsfGWWtQskr1G182fOXZoOiE7nTuS0kvFZZZccW5Vnit5KXiz6MMXIhqwfIcQUco+R7G0bWCS4TUUQScwRxko1F0g5jRQ4XSd\/K8CXomwXXSEOTRsxIppmFgrVmDLxwNrviyscTizWSDpH0a+FPaTfAmzssPJ+T0tcbHV8umPiLd4KagPoMUvDgJOZkZBGLpm0LLBQrgyEyjGhhrvUuXLlYCT3UnRhuBTFITKdfH+PMpiJkvpFki5FSN+oYVBJGUj5DzZSNNKBu8STJA6GuQbYBAnMDXhRXuGiIJUUto8ETRXZxWhVQxItgYZJxgKIFHBzCA6LdDgQ6WOFkoFOzQyoJsFQpmsNYppafjoPOb+5iylwmrDgxWMvl8w4ScszB+MhoX0ZzGd8h9VZGKiBOsdOOyMkR0yTyhTzcg5Pj0sczx42OBMw4Qax3r1LlVeP3khmOls3onSYLOiHSnRNA5ObAa5ngfhZ1VBhk7ZOL4hgk5HxjRdTJTXL9qIUQyYXVN4Y7LQHFCDqQXUumNpc4+LHWs8mxgLNEmliZquFzJQ6cQj0KhXC7aOOO9kHPWZTpQOdrYCiHiDbniuEed1RwVcjI3qNakURbWNVWZuFtwqWQ2r+L+CDaCTpYLrhYqQgmY0s+einFK9Xl8H4ryvBdyPgh6IuBeIW0vV+OshuBM71vEl0o118o0ujE5Jle8QAhfwVommyaahRIVckCwqR3ht8HvmaJBLHUapEVH6mWCWJMJg4+ZE4BrO8y0KVw1CDxTp6hdiaPrxbmcOCH5hgk5AoyfnIZYpBa6UViFgn+dnsXFnghqAUEoXnfmRi46E3OESBI0hcocmJIp5EBmCoE\/sr7IbKOhFKmI+Mfz7RuDrqAF\/I4I+NJMiwpRctU5KfDYZMPEyfjDIvexfbUJuTsTUTiDVU6Fl5t5mC8swzjz8hhUUUYHHMQZ3ycECZEvkydPNgs5M+iaTciBYkFmX3KbSzfGX0722oABA+yxCgGXLc9FcBQXDJOrcL1wckA7iM8xmaiWqc28Jzc20SdMyAG\/kOtwSPk9vYPzzRXlREDvBfoLc3+i2W7STNyRkIs0gGGGSyVbal0uIQfcIHQEZJXuBJbsFFwkNJhiqHGxg6ux9BFuCo9IFabnC39pd8uUIp6DKU7VzPbxXsiBVCJcK2SvYJWzlMoHckpxUXA\/3DOMEsNC9wEJuUgD+LwxzrK1pa1PyIFYEWP36EMSTYSghTH3o\/UF1nWpSRKUxuPWRMwRcix0npOsOrYnn3zScvFx2VQKCrjQM99YRcgJThDow72y7rrrmsg1dLYl+k3xDcdzP9phZg7tjTMScpF0WG2TFoh1nY2GhBy4b9++fa0YKJq9QqIEfmXmvyLmNNcq12BmXjfPh4GJxrAyINedwCtDufl9Iv7lej5gleHj734VIWcJw8w613ucjmgnnniiLX\/wl7kUIv7yYTIkFX84DYE4nglC5JRmpinFGQm5SDKkB2LZ0k88F\/kIOWC0nX322ebfznR3YCkzmAJLmtJ\/3C\/lBDcvbhYsZmYMs9FhkteCFY\/3gNeH9uSTEUPL2mzZM4kQcuDN0UPZtd9s0qSJ9fTGF4Zw4z8i4MFSjWY75J9jiXM81jyBDJ+QkIskg\/uDthoIVy7yFXLAzULBEGKd6UrB5cEoN\/LOsaTJbKlUsy2ei9mi+P1JFaaFAO4fCpRwjTDcgtz2XP51PA2sIjJPOIkRcuAsRwtORroh5vzFSm\/WrJn9pYqLy07sEXL24c\/yDQm5SCqI3QUXXNCge7QQIQcy0hjths86m1ATWCVORvWoC1bmYyWXAicVRBz3Dz2jaM2N756eMbhfCNRyjHPD0GoA3cLCj\/rcEyXkgAVOa0uEuqGNXsakEPk4Uk1CLpIKLgd84w1RqJADboxWrVqZIOYCi5lVOmJJxWg1wcVCHjxTjtAnhuaQw87rBjJiEHLcwuSyOxIn5Jy98IdhaTvLPHMjS2WLLbawRju+ZKlkIiEXSQThxCqm7WxDFCPkWLZY3ljmjHzLBtY6x9ASgCy4ag7qZgXASoBKUyxyqjWZfsTvnTRprHY0DG2jha+r5kyckANVWeSH4yOnMyL+cHzmiDsDGzjLsbzyJWc8GxJykUQo2iEnOp9UvWKEHBBLgownn3xyzlRljkHMSZggEQJRr0WxIN4CnhcfP3G+du3a1RmkuIiZscBtvv7u6xVywDLnQyCIyZvkgyD1hyg4vrdcwQRfkJCLpIH7AFcnApoPxQo5kBXDwAlGKU6fPj3cuzqcUEhNZPoQGSeU7NcSGno5IacaHRcUgU8qTXmdvtGgkDs4s5KCSGUY4u1jm8psSMhF0sA9QNZIvpQi5IBI00eFVORcLW8d6AczQckwIeOkVqt5Wu42bdrUur2Sl07OOlY7E4II0PpG3kKeVCTkIknQoIpMlXytcShVyAERJNuNlUBDYg5Y5PiseV5SFqsNz0sQFjdLtBVJIkr004iEXCQFUuzoU0KOdyGUQ8gBNyzN9ygKIpe7oZRDfNakLFOEiICS+10tclW5Ssg9RUIukgJpdAhyvs3uHOUScge9Uqi6zFeYCZTS0hYLmZRJmmnVCgm5p0jIRRIgzQ6fczGBunILOfEzfj90TGQoRT6QvoyQM\/gZHzo+64Ys+nLD89E3Jp+UzbghIZeQC88hp5ssMioZi6HcQu7gMXGzkMedryiTz81vkpPS\/PnzqzpE3ftRb2lGQi58h8wPin+KbVRVKSHnBEN2Cn77QhrpUcxEy13K7F23xULdRcUgIfcYCbnwHXp1I3zFUikhB6o7GQ3HiLlCIfOG7qsdO3asyvhICbnHSMiFz1CNyAzMUnqZVFLIgc6LZKZQdFPI60RY8f3jNqKKnF7klSxAlJB7jIRc+AqFOJdddlm9javyodJCDljUuFhoxlcoBELJJOH+J5xwQsWySsiFp7VBtnF4cUdCLiEXnsL3kzQ\/8rdLoRpCTrCT\/uScePhtFdqnHGuZ4RX0fiIeQIpjuQfYcGKksjNOU\/3zRUIuIRceQvEPgcR58+aFe4qnGkLuIBMFMUcwi2nzgWuGRn3EBXAp1dffpVB4bHrBkGXjGxJyCbnwDKxbLFPEsBxUU8gB1wgrCXzexYIfG382j0Of8XKIL4VIPBYnSd+QkEvIhWcQACR4WC5fbrWFHOjHQvBz4sSJJbmGJk2aZLnquFro31LKaDmCsvR\/qWVlabFIyCXkwiMIyE2ePNlm5par8rEWQg78vkhN5P3gAy8W8ugJhHJyGz9+fNEnOE6QDKrOp4d73JCQS8iFR+BSGDhwoAl6uaiVkAM+7h49egQzZswoWUBpFsac0NGjR5vFX6gPnuApWTVurqdPSMgl5MITsMDpFljuoQy1FHJgtifDJmbOnFmyiDq3E7M6acZVSCERlbEEkMu10qkmEnIJufAEgnAMbyi3xVhrIQem3R9zzDHWZKsUN4uD98Q80QEDBli73GzWPvuior1ixQpb7UjIPURCLnwAcaPVK7nU5SYOQg5Y0PRXKVf6H4FP2tIyc\/iJJ54I9\/4AK5uo+wXBZzCGhNxDJOTCB5hUj\/+2lKyMXMRFyHlvzAamtwpzR8sBJf3k2nft2jXo3Llz3UmCEyOBVrJUHLhWSGeUkHuIhFzEHQKb\/fv3r4g1DnERciAVETHnd7ly5cpwb2lwgmAiEH3Ocd8wxYjMFvq3MLuT9w\/soye6j0jIJeQi5pBS9+CDD5Y1UyVKnIQcyOMmv7xnz55lbWBFIJSJ\/wQ0O3ToYMOXmzRpYnnoWOFz5syxQcw+IiGXkIsYQytXCmcKGaZcKHETcmCgBJWblOGXc9I+gWLmiXbv3j1o3LhxsOaaawY77LBDsGTJEnNfYbX7iIRcQi5iDGXsVC9WyhqHOAo54LPm\/WNBl7sfea9evUzE2Ro1amTxB\/7P5ezdUk0k5BJyEVNY6lOxWOneH3EVciBYyf+AEnys5nJAoLNly5Z1Qs7Wtm3bYOjQoWULslYbCbmEXMQQ0uKYwUl+daWJs5ADbiXEnIZW5XAxkT9OwdDRRx9tE4i4zOOfdtppVZ0RWk4k5BJyEUP47uFSYKhCpYm7kAP\/B\/Lox4wZY\/nepcBJEj85jxMtPqJVgI+phyAhl5CLmEEXvsGDBwezZs0K91QWH4QcsJbJZCF9sNxDJRBwHltC7ikSchE3HnjggWDEiBHhtcrji5ADAVAKe+66666S5pRmgi9+2LBhEnJfkZCLOEF6HH7bcgX28sEnIXfg1x43blzZhJf\/Nw3JJOSeIiEXcYIWrAhUNVup+ijkVGEi5hRKlQNG0OGy8RUJuYRcxIQ33njD+n9UO3PCRyHnRIeYM4i5HNWYPhcDgYRcQi5iAlkqU6ZMCa9VDx+F3PHqq69a69mpU6eGe4qDGaiU7\/uKhFxCLmIA022GDx9uwbxq47OQkz6INU2WTyluFtxZfAa+IiGXkIsaQ+UmVYWMJ6sFPgs5IOb0G7\/gggvsbzHtDGhMxqQiX5GQS8hFjXn44Yet10ethv76LuQO\/o+cEItxkSDkr732WnjNPyTkEnJRQ5YuXWqW5OzZs8M91ScpQk4AlPa35IMzzDlatVkfpBzedtttZW2ZW20k5BJyUSMYeEDK28033xzuqQ1JEXLH\/fffbwHQuXPn5pUXzjEUYJVrkEUtkJBLyEWNePfdd4O+ffvWXECSJuTgxHzRokXhntxgueOSic7v9A0JuYRc1AACcrfccosJTq1JopADxVXdunWzvixRyxwXTOZ1n\/usgIRcQi5qAL3GKWaJA0kVchg7dqz9xhnz5liwYIGNk3PQs8XnPisgIZeQiypDdgrL\/pkzZ4Z7akuShRyRvv3224MuXbqYUNO69uCDD15lkDVpnwRJfUZCLiEXVcYV\/5Sze18pJFnIAdcKQeXevXtb5SwDlxkk4SxwrHYCoz6TeiFn5NMhhxyy2rb77rtXrR+0SA8U\/+QbhKsWSRdywBInO8iNeGvVqlWdu4VA51dffWWXfSX1Qk4RAWfrzO2ee+6p+KxEkT4oPGGgcJxIg5ADpfxbbbWVCXmzZs2CadOm2f7+\/ft77R+H1Au5ENWCeZNDhgypaq\/xfEiDkCPU+ME32mgjE\/K11lorGDBggI2QoyBLQi6EaBBylO+4445YtkpNg5ATYGa4cuPGjesm57do0cLe+8iRI8Oj\/EVCLkQVoNf4eeedF0vLLw1CTmD5nHPOseQGpue3bt062G+\/\/YJJkyaZG9V3JORCVBiswVGjRsW233VafORA8Q+BTzLSyGC58cYbyzZlqJZIyIWoIFjgpLaRGYGIxJE0CXkmtL2VkAsh6oVgWr9+\/YLly5eHe+JHmoX8kUceCV544YXwmr9IyIWoIM8880zsp7OnWcjJLY9WefqKhFyICkFjrF69egUrVqwI98STNAv5+eefX9REobghIReiAmCBjxkzxtIN8x1wUCvSLORksvieQw4SciEqwAcffGCFJnG3xiGtQs5EIFoJJwEJuRAV4LrrrrN0w7hb45BWIZ8wYULw6quvhtf8RkIuRJlhiC\/DlL\/++utwT7xJq5Bffvnlsc4mKgQJuRBlhDmctKh9+eWXwz3xJ41CzudEK9svvvgi3OM3EnIhSuT9998Pli1bZpenT59uvex9aou6cOHC4LLLLguvpYOPP\/7Y0kLj0hO+VCTkQpQIE2gowSewOXjw4OC9994Lb\/EDujLGsZlXJSHQSTvhuFbbFoqEXIgSOf7444Mdd9zRiksQdRF\/GO9GN8qkICEXogTIQd5hhx2sLeoee+xhlp6IP5TlU56fFCTkQpQA48I233xzE\/JNNtkkeP7558NbRJxhCtj8+fPDa\/4jIReiBJ566qlg\/fXXNyFnaMEBBxwQ3iLizKBBgxJRmu+QkAtRAtdee22w9tpr1wn5YYcd5k3+eFr58ssvg4svvjgRpfkOCblIPeR8t2nTxnpTM3AgX6jaZHBvo0aNgubNm9uQglmzZmXNhCC3vFSuvvrqxKTL1RKGME+ePDm8lgwk5CKRvPvuu8FJJ51Ut9VXKs8ItrvuusuaXD3++OPh3vp5+OGHbXxbt27dgr59+9q0mU8++SS8dXUYMebAInSvi4HA+XLGGWd4lZ8eV8gumjNnTngtGUjIRSLBsm7fvn1wxRVX2Hb33XeHt6yOE9lChJwCmhkzZgSPPfZY8Pbbb4d7cxMVcopRWrZsaa+LyUErV64Mb6kfCXnpUNHJsOWlS5eGe5KBhFwkEoScCkuHE1KaJNEHBRHFgp42bVqw11572b6okJPVwDH33nuvXQeW4xyHJY4vHEscMQcEnduuueYauw4s4dlHznKmkPfs2dMu0yHRnQj4y\/HRtDheE6+DUnIn5ATp8j3hiFX59NNPrXgrKaX5Dgm5SCTZhJwhyAS5nFuD7ncINv7tk08+uU7IEeqzzjrLjkFwFyxYYNWajGxjH82WEP927dqZi4Xy\/IEDB9ptp556qvncGfF24YUX2r6LLroo6NixY\/hKcgs5HRM5fsCAAdYGN\/o6mCvphJxMGaoSReHQToHS\/KRUdDok5CKRIOT4rxFmNhokYY316NEjPOIHK939dULOCcAFPckLJ4g5adKkYPz48baPwCWuldmzZ9v1qLBi6XXv3t189PjegfsffvjhdhkQ8iOPPNKe68QTT6wTchcQpeKQwOtVV11V12aV50PIedw+ffrYPlE4+Mb5nJOGhFwkEoR4yy23DFq0aBE0bdrULDCEvFOnTsHrr79u2zHHHGPHZhNyXCocQ8l9ppBDppBjfXP8Sy+9tJqQQ6ZrZdNNN7XXxkajLfj888\/tMYYNG7aakANCfv311wdPPvlkuEcUCkHtuXPnhteSg4RcJJKoawW3iRPyJk2aWCUmW9u2be32bEJOlaY7jv0NCfkGG2xQdzzjwxoScudaAXcbj8\/9eaxcQk5fF6UgFgd540kZ7ZaJhFwkklxCHnWtOLIJuXOtOBoS8kyfdTFC7v5mc60AQk72Db59UTjELS655BIJuRC+EBVyXBYEDcsl5DxWIULOpPZDDz3ULkN9Qk5GyoYbbriakPOcCDn37dKli+0ThUEQOmmFQA4JuUgkUSEHRBKrnPQ+55sm0OhuAyfkH330UXDEEUfUHTdu3Dg7GXTt2tWuYxHTe5ysFXzoWHoIszueLBUyZPB1cx3RP+644+w5IJePHP8t2TDOR85zkAvPMYgQQk7WClk0+ORFYfD\/JSU0iUjIRSJBeBcvXhxe+z5bAUgjRKzZ3Dg2dxspf644hx+8O27JkiW2j0Ak1xFiILCJ5Q3z5s2rO560QXjnnXfsOq8jWklIUYo7ls31ZuEEQiCTYpXM14FfnMflZESVKs8n8oeVDhPzk9pmWEIuhEg8rGToVcPqKYlIyIUQiYdVFWmkSQx0goRcCJF4qMB98cUXw2vJQ0IuhEg0WOFU9tJ1MqlIyIUQiYbmaGQrJdWtAhJyIUSiIb0T10qSkZALIRINnSOTPhRbQi6ESDTMVaVGIMlIyIUQiYa2DBRSJRkJuRAisdCyluEh9cFQENcuga2hqlnaMrhjadsQDaLSzsHdRqfKagVYJeRCiMRC47EPP\/wwvJYdeu3QBgERbtSokY3mywVtFHbccUcrLjr22GNtxJ+DVgu77rqr9fhhUhSPVy0k5EKIREJZPlOXGnKr0DwNy5kmZXSprG8YNqPiaJZGSiOdKXkOB9OhDjrooGD58uXWW+ezzz4Lb6k8EnIhRCL59ttvTWwbcm9MnTrV\/tKK+Omnn7bLjz76qE1j4r60I6ZhGiDk++yzT9bgKUK+5557WrO0KG+++WbQv39\/2+jKyV8aqbEKIBDLc9AQjf333Xdf3eulNwz7OGnQcZM+9TRcY19m8y8JuRAi9eAXp\/oTEcUiHzp0aLDHHnsEV1xxRdChQ4e6XvRY2QcccEDdsVE4cRxyyCHB4MGDV7ltxIgRJr677LKLtSjGaqftMc\/BCoBjKVjimCFDhgSLFi0y986gQYNsH22Q6WlPi2MGf7dp06buhOOQkAshUg1C6gZ1A22EGUCx7bbbmvXN\/NbodCiKiwhmZpv9yZCR3XbbLXjttdfsOoLcsWNHe45Ro0bZNnLkSBPwiRMn2vUZM2bYPtoT03P+oYcesp72tEjmcfC787jrrrtu0Lp162D06NHBM888Y4\/vkJALIVINAsqg7swgJ26SKVOmrDbmDwiQYh1nWuVw5plnmjuG2\/r06RP069dvleNwp7he+EB6JKKOOweL\/pFHHjHx58SCJd63b1+7f\/PmzYPnnnsuuPnmmyXkQggRBVcGwsvwiajv2wVBsZYzhRyfeS4hx5LGReKEnOBnlGxCjhWP64T7kGWz2WabmdWPaLvn4PUQuMUlIyEXQogQ\/NqdO3c2sSRrxVm\/DKDo1KmTXWYsH+4O0gsZ4QeU\/EeFnAlOPBYg8lGL3Ak5\/nWsfwZAZwo582SByVYIubPieR2IN\/tZBZAl06RJk7rxgA4JuRAiteDvHjt2rF2OCjlCvP\/++9tlZ5kzKs4FGbGWo0JOzjg9XYD7ZRNyHodAKrnq0dmhTshZEZB\/vmzZsjohP\/fccy3DBR8+QVeE\/PTTT697XoeEXAiRWvA7b7jhhsHmm28eNGvWzIQXkUSIXcohFvn\/\/d\/\/mZtj4403tmMR8mh\/c4S8adOmdtt2221nqYjA4\/G47CeNkHmvVIM6yx4Qclwp+OkRdCzy9dZbz+5D0BOLHCHH7cOqAIsc\/31UzCXkQojUQtohgu02MlYAq9iJLdkpFPggwu64BQsW2G0O3Cbutvnz54d7vx\/o7fYDouyew8F1bp89e7ZdxzJ393HWPPnruGXY2O8GfDsk5EII4TkSciGE8BwJuRBCeI6EXAghPEdCLoQQnrPGd99995g2bdq0afN1++6x\/wdJ6IKKsG2P+QAAAABJRU5ErkJggg==\" alt=\"\" width=\"370\" height=\"229\" \/><strong><u><span style=\"font-family: 'Times New Roman';\">Experimental Setup:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">A narrow beam of \u03b1 particle obtained from a radioactive substance placed in a lead cavity is generated, which is allowed to fall on a thin gold foil, after passing through a narrow slit. After striking the gold foil, the beam is allowed to fall on Z<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"18\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0screen and the pattern is seem with the help of movable detector. As shown in fig.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Observation:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Rutherford observed that<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 10.52pt; text-align: justify; line-height: 150%; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Most of the \u03b1-particle passed through the gold foil un-deflected.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 10.52pt; text-align: justify; line-height: 150%; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Some of \u03b1-particle was deflected through small angle.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 10.52pt; text-align: justify; line-height: 150%; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">A few (about 1in 8000) regained their path i.e. deflected at 180\u00b0 angle.<\/span><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Conclusion:<\/span><\/u><\/strong><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 14pt; text-align: justify; line-height: 150%; padding-left: 4pt; font-family: 'Times New Roman'; font-size: 12pt;\">As most of \u03b1-particle passed un-deflected, which indicate that there is large empty space inside the atom<\/li>\n<li style=\"margin-top: 6pt; margin-left: 14pt; text-align: justify; line-height: 150%; padding-left: 4pt; font-family: 'Times New Roman'; font-size: 12pt;\">As \u03b1-particle is a <img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"47\" height=\"21\" \/>\u00a0charge particle, it can deflect only by large <img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"47\" height=\"21\" \/>\u00a0charge particle it means whole <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACEAAAAVCAYAAADID4fUAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAG7SURBVEhL7ZQriwJRGIbFvBhELEZtgrDJImsQk4Jo1GTSLDajGPwbGm3ewWBQLKIYVDAKXrCIiBfw9u5+n2d0h5Vlwixb5oEzc94zc4bnzPlmdPhnbrfbhyZBaBISmoSEYgmHw4HtdiuSuiiWMBqN2Gw2Iv3kfD6j0WjIRMfjMTqdjkhPlsslisUiJpMJZ1UkhsMhPB4PzGYzMpkMj\/l8PiSTSeh0z8fTfJvNhmazifl8DpPJhGq1qo7EarXC9XplkWw2y2OLxYLPer2ez5fLBQaDAZVKhTNht9tRKBReS8xmM4RCIVmjFfn9ftnYdDoVM+5YLBbU63WRgN1uh2g0yv1WqwWr1cr90+mEcDjM0sRLiePxiMFgIGu0ina7LRs7HA5iBrgWSFTaZ8LpdPIbINxuN7xeL3K5HEajEY9JqFaYvV6PJdbrNedarYZ8Ps99gq6lUimR7tAbIVSTKJfLjyIslUqIRCL0cM4EFW0gEBDpvj2JRIL7qkn0+32WcLlcSKfTMgGCPlW6HgwG+Z54PP7YKsUSsVgM+\/1epNd0u91f76FFUF3Rf+I7iiX+Ek1CgiW+Du\/\/2QC8fQJ9iAKCBalEEAAAAABJRU5ErkJggg==\" alt=\"\" width=\"33\" height=\"21\" \/>\u00a0charge of an atom lies at a single point which was called nucleus.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 14pt; text-align: justify; line-height: 150%; padding-left: 4pt; font-family: 'Times New Roman'; font-size: 12pt;\">Using high speed \u03b1-particle we can find out the size of nucleus of order of <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"62\" height=\"21\" \/><\/li>\n<li style=\"margin-top: 6pt; margin-left: 14pt; text-align: justify; line-height: 150%; padding-left: 4pt; font-family: 'Times New Roman'; font-size: 12pt;\">The nucleus is surrounded by electrons having equal <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"25\" height=\"21\" \/>\u00a0charge to <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"36\" height=\"21\" \/>charge of nucleus. Atom as a whole is electrically neutral.<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">3 Distance of Closest Approach: Estimation of Nuclear Size<\/span><\/u><\/strong><strong><u><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 8pt;\"><sup>\u00a0imp<\/sup><\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">In Rutherford \u03b1-ray scattering experiment the \u03b1-particle stops for a moment and then retraces its path. Here the distance\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"15\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is called the distance of closet approach.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" 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\" alt=\"\" width=\"230\" height=\"195\" \/><span style=\"font-family: 'Times New Roman';\">At this distance the entire K.E of \u03b1-particle gets convert into electrostatic potential energy. Here the kinetic energy of \u03b1-particle is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"83\" height=\"29\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and electrostatic P.E. of \u03b1-particle and nucleus is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"134\" height=\"31\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Now<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"98\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Cambria Math';\">\u27f9<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAH4AAAAfCAYAAAAhi3l3AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAcpSURBVGhD7Zt3aBRBFIdjFwsqYkcUEQsWUBE7Kv4hKvYudkVFFGxYUMHYsSJYwW7s2BV7FxF7L9h7773l6feys142m0uMJrfJ3QfD7cyV7M7vzZt58yZhEiLoiIyMDA8JH4SEhA9SQsL\/5ncnyMWLF2X9+vWyZs0aef36tfVOysWzwt+9e1e2bdsmy5YtkwsXLlitUSAS7RREe\/bsmV3\/+PGj9an4c\/36dWnXrp1e8zfr1aun1ymFL1++qFHPnz9fVq1aJT9+\/PCm8F+\/fpUKFSrIq1evVNQ8efLIypUrrXejyJUrlxw\/flyvv3\/\/LhkzZpTt27dr\/V9Yvny5jBkzxqolPocOHYrhYTC+KVOmyObNm7W+du1arVMw9L9l7ty5smvXLr3u1q2bREREeHfE+9KpUyfp37+\/VYsSOn369PL582c1ktatW6uB\/CsHDhyQcePGyc+fP62WxOXly5eSOnVqOXPmjNUSBR4oLCzMfqb9+\/frQLhz547WEwrP1bhxY7l06ZL3hf\/w4YPkzJlTbt26ZbWI7Ny5U+rUqSMnT56UAQMGqCH4smDBAmnVqpUsWbJEmjVrpp2GgcDZs2elbdu2+pm8efPq78PSpUt1tMPw4cP1NbEpV66cFClSJIbwe\/fulbp16+r1qVOnpHfv3vb9JxQ8xdChQ+XYsWOm7l3hsdAGDRrInj17rJYoGOHh4eFSo0YN7RQnjBi+e\/DgQalataq8f\/9e23GpjDDmOIwlXbp06jWePn0qDRs2lIEDB2rp27evfj4xadGiha5j8FxO4UeMGKGeZ8aMGbJo0SK9X18qVaqk7nvHjh1SpUqVaPc7depUNdzVq1dL0aJFVXD6AkN6+PChGtCkSZO8Kzw3jFs6fPiw1fKH0qVLy82bN1W0tGnTWq3RwRtUrFgx2mKPOqO8bNmyMmzYMP2NQIBg8+bN02s34cuUKaOLsZIlS+pizMm5c+f0dfr06Tpn01eAh+vTp48KTd+kSpVK21kztGnTRnr16iVdu3aVTZs2eVf4QYMGyZEjR6yayMiRI\/X17du3OmqNoHQSo8IXOqZQoULy5s0bqyWKAgUKyLt376xa4MDTdO7cWUXgWfBqJUqU0PeY97NmzapisiArXLiwtjtZvHixNGrUyBYdMGimRX5v1qxZfiMcTwrPap7FTZo0abTQOSbcGjt2rL737ds3rbMq9h31V69eldy5c9sLPzrjyZMn+t7MmTOlX79+2lk9e\/aUEydOaHtSw983xTnid+\/eLbVq1bJqogZhRrhhxYoVrgZBv2A48cGTwgcLJjox7py5vH79+iq8mdebNm2qc7oxdEIxPMLz58\/lypUrUrx4cW2HDh06qPe7ceOGThOfPn2y3olJSPgA8uLFCw2tKElNSPggxRZ+zpw5OkcwD7IAYgVI3blwSgqYw7xQUjIq\/LVr1zR8QHxWyawKWWARJ58+fdr6aPwghmZTJa7iLxGCwXmhuMHiye15nOXRo0fWN7xJNFc\/atQoyZYtmy4c3MAYjh496jckYjNk3bp1cZaEJFO8ADt9bs\/jLM5Q0tC+fXtXIwtA+SM8MSAbAG4QNw4ePFguX76sSZNAhUIh\/g\/2iCfuxRLYy3YDsY17Jq7ESNxgb7latWpxFjzD\/4D73rJly19PSQkFF+72PM4SqF3B+GILj3vPnDmzNjq5d++eGgWdDL+\/JJkyZdJrJ8SOxJFxFWdiJaEQ39asWVM2bNhgtSQu\/D2353EWcuBexhaeVWzBggW10QnWi\/AGhM+QIYNVCzzc2\/8ypOTOtGnTpEuXLrrFnT9\/fqs1JrbwlStXllKlSmmjEyO874jPkiWLXnsBs2XLTtbs2bM1rRmsmNQyMB2TsHHDFj4u2C83+8C85suXT68DzYMHD2wjRHjSsMkRpkjSyCbHwFqJdRDCEW4TJhv4DIdGmHYYhBzY4Nl94bgaKebYiLfwzZs3l4kTJ2pIV758eU2GeAGSLoShW7dulSFDhlityQvE3bhxo2Yja9eurelV1gl4WfqcfXvcthl4HDHjWXHrfIetXw50GPbt26e\/4Y94Cw9YFYsof5v\/SQ2jnUOWZOR8T+kkRxC5Y8eOen3+\/Hl11WaRyBlD3\/2TYsWK2YdQMYju3bvrNXsI5PrxhOTd\/9nVexVy28BDkp3C\/ZnM1uPHjzUvPWHCBD19Mn78eHWNXoT74gzB7du3tc7BSnMGgRAyR44c9r3zfKSrDcYTA2lqDnqYEhvJWnh2x0zump3AJk2ayMKFC\/WwBu9Vr15dO4T5kYgltt00L8Bo9t0b4fSRWaTi0jlqZlKzeIHs2bOrIfB\/ALHtvfgjWQvvDw5Pjh49Wq99jxd7FTwSYgPumQOizN3Avffo0UMmT56sYjPiicIIwfleQkixwnOSpWXLlhre0GG4fOdJlmAmxQoP9+\/fV7fICPF6tiypiYyMDP8FS5wLDlqkrh4AAAAASUVORK5CYII=\" alt=\"\" width=\"126\" height=\"31\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Clearly the radius of the nucleus must be small then<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"19\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">.\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">In Rutherford experiment energy of \u03b1 particle was 5.5MeV.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">So<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"240\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Also<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"45\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">So<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"197\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"126\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">So we can say that radius of the nucleus is of order of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"62\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">4 Impact Parameter<\/span><\/u><\/strong><strong><u><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 8pt;\"><sup>\u00a0imp<\/sup><\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"239\" height=\"110\" \/><em><span style=\"font-family: 'Times New Roman';\">It is defined as the perpendicular distance of the velocity vector of \u03b1-particle from centre of the nucleus when the path of \u03b1-particle is un-deflected.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Rutherford deduced a relation between impact parameter and scattering angle \u03b8.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><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=\"105\" height=\"41\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><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=\"82\" height=\"35\" \/><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 10.52pt; line-height: 150%; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">If impact parameter is large then repulsive force experienced by \u03b1 particle is small and vice versa.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 10.52pt; text-align: justify; line-height: 150%; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">For a head on collision the impact parameter<\/span><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"225\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">5 Rutherford Model of an Atom<\/span><\/u><\/strong><strong><u><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 8pt;\"><sup>\u00a0imp<\/sup><\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">On the basis \u03b1-ray scattering experiment Rutherford proposed a model of atom. The main points are:<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-left: 14pt; text-align: justify; line-height: 150%; padding-left: 4pt; font-family: 'Times New Roman'; font-size: 12pt;\">Most of the mass and all <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"33\" height=\"21\" \/>\u00a0charge of an atom are concentrated at centre of the atom called nucleus.<\/li>\n<li style=\"margin-left: 14pt; text-align: justify; line-height: 150%; padding-left: 4pt; font-family: 'Times New Roman'; font-size: 12pt;\">The size of the nucleus <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"72\" height=\"21\" \/>\u00a0is extremely small as compared to size of the atom<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"75\" height=\"21\" \/>. So most of the space in a atom is empty.<\/li>\n<li style=\"margin-left: 14pt; text-align: justify; line-height: 150%; padding-left: 4pt; font-family: 'Times New Roman'; font-size: 12pt;\">The number of electrons in a atom is equal to <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"33\" height=\"21\" \/>\u00a0charge in the nucleus hence atom is electrically neutral.<\/li>\n<li style=\"margin-left: 14pt; text-align: justify; line-height: 150%; padding-left: 4pt; font-family: 'Times New Roman'; font-size: 12pt;\">Electron revolves around the nucleus in circular orbit the centripetal force required to revolve electron is provide by the columbium force of attraction between nucleus and electrons.<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">6 Limitations:<\/span><\/u><\/strong><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 32pt; text-align: justify; line-height: 150%; padding-left: 4pt; font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;\"><u>It fails to Explains the Stability of an Atom:<\/u><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">As according to Rutherford model of an atom electron revolve around the nucleus in circular orbits, but, but according to electromagnetic theory a acceleration charge particle must radiate energy. By doing this the path of e<\/span><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 8pt;\"><sup>&#8211;<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0will become shorter and spiral and ultimately it will fall into the nucleus.\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(ii)<\/span><span style=\"font-family: 'Times New Roman';\">In Rutherford model electron may revolve in orbits of any possible radii so it should emit continuous spectra. But an atom like H emits discrete spectra. Thus Rutherford model cannot explain spectra of H-atom.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">7 Bohr\u2019s Model of an Atom<\/span><\/u><\/strong><strong><u><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 8pt;\"><sup>\u00a0m.imp<\/sup><\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">To explain stability and spectrum of an atom, Bohr applied Planck\u2019s quantum theory of radiations to Rutherford model of atom. The main postulates of Bohr model are as given below:<\/span><\/p>\n<ol class=\"awlist1\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 18pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 12pt;\"><span style=\"font-size: 12pt;\">An atom has a small <img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"47\" height=\"21\" \/>\u00a0charged core where whole of mass of an atom is supposed to be concentrated. This core is called nucleus of the atom.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 18pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 12pt;\"><span style=\"font-size: 12pt;\">The electron revolves around the nucleus in definite energy orbits and does not radiate any energy during their rotation.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 18pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 12pt;\"><span style=\"font-size: 12pt;\">The electron can revolve only in those orbits, in which its angular momentum is an integral multiple of <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACIAAAAbCAYAAAAZMl2nAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAKKSURBVEhL7Ze\/S3JhFMfvZuDS7iAa4eIgOAQWBDUkCDoIoi0R+B+0KS0OFdWQo5t\/gIvgb0RBE11cGkQkE1zEwX4X9IPO2zmeN81u+pgXeof3AwfP9zyP937vc8\/1uUrwb6D\/b2SEvpGnpyc4PT2lyi+hl8LhMEiSBEajkWu\/Qn9FfmKkUqlAJBJhNTM\/N+J2uyEajbKama9G8AQYk8DvKMhnI9vb25DP50nrdDqaIcfFxQUsLS2xUoSBkcXFRaogJycnY68Yx1qtFitFkO+RcUYeHh5Aq9WyUozpjfR6PTAYDKwUY3oj39VnZHojarWaM0XRSw6HA\/7G7u4uFAqFD40xDJpwuVysFKW\/IqKoVCrOvlKv1yGdTkO1WoXX11euCiNuJBgMyt6uVCpFzev3+yEUCoFGowGTyQTPz888QwhxI\/gDd39\/z2rA5uYm7O3tsQLodDpkGPeiKRA3ggd\/eXlhNQDNjdZxbiaTYQVwc3MDiUTi27i+vhYz4vV6hXfaXC5HRu7u7kjH43GwWCywvr4Oy8vLsLOzA1tbWzQHc4x3xIxgk+L+IgL2yLDpZDJJn3a7nfYxJBAIgM1mo5wRM4LuRVhbW4ODgwNWA\/DW4THe3t5IW61WODw8pJyZbASvpFwus5IHT+DxeMDn83HlM91uFxYWFijHuWiqWCySZiYbEVmN4+NjcDqdrPoMNzA+4tgnSKPRoGPinjXEeCO4fKurq6zkqdVqMD8\/D1dXV3B7e0tRKpVgf3+fxnEFzGbzh47FYjA3N0f50Au7WI+MY2Vlha5wNI6Ojmj8\/PycdLPZJI0nR72xsQHZbJZq78xupN1uy8bj4yON4wvU6F+Vs7MzuLy8ZIWA\/g\/i4ADVNFUXEwAAAABJRU5ErkJggg==\" alt=\"\" width=\"34\" height=\"27\" \/><\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 18pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 12pt;\"><span style=\"font-size: 12pt;\">\u00a0 \u00a0 \u00a0 \u00a0i.e\u00a0 \u00a0<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAAAdCAYAAAD1uwHJAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAP\/SURBVFhH7ZhLKG1hFMfPBJFHmHhEKImZwkgUJgbCBJEykBADIlGKEBnIK5FnUkKeeQ08RhQmKCTvV95vefO\/1jp7n\/bBved26t60z\/nVd85a395nn73+e33r+76tgB7oRfhAL8IHOiNCT08PFIrvw9WpTNAJEc7Pz9He3o7j42Pc39+jo6MDe3t7wlEdEOHt7Q3j4+OoqqpCUlISBgcHsb29zYHTMYLs2NhYtLa2st3Z2ans508ZkZqaiszMTLZXVlZgY2PDNiHNhPr6euTk5LAtOxG8vLw4eCIuLg4NDQ1sEzohwuXlJQf6\/v7OvpubGw4ODtgmdEKEiYkJRERECB7g5+eHsLAwzM7OqgSib6KyshLp6el4fHyU33DQBr0IH6hEoDlWytnZmWApubi4UI01KWJ6iVB6URP5fB3ypcd\/AixCfHw8j5fk5GQcHR3B19cXxsbGCA0NxcPDA48rAwMDODo68o+Iq6srHn\/0u\/Lycu5rbm6Gq6sr9z0\/P\/N8TXZ0dDQXKH9\/f\/Zra2v5\/J+CYnNzExsbG2hra4OHhwfS0tLw9PTEN0o3TIsLypKbmxv2Rbq6unB9fQ1PT0+usq+vr7xCI0jAtbU1rK6uYmhoCLa2toiKiuJzMjIysLS0xOdJ6e3tZfE1td9l0dzcHBITE7VqqqhSUlJgb2+v+pPGxkYOmoIh6MlLRRAxMjJCf3+\/4AGnp6cICQkRPCArKwtWVlacUX+Crr+1taWxfTckif39fQwMDGjVOCq6sImJCXJzc\/mCREJCAiIjIwUPqKio+CICjW\/qoycuEh4ejp2dHcFTipSdnS14PxOOijYbFAyttUUozevq6gQPcHZ2RklJieApWVhY4N+Ja3MSo6CggG0ROk7DTROUeWZmZhqbpozSBhaBiqG5uTl3EHd3d3zz8\/PzQg9gYWHB\/WLAxNjYGJycnNg+PDyEu7s72yKUYZQJ\/xv6X+l9aoJFKCsrg4uLC3cQ09PTLAIVQxFTU1O0tLTAzs5O6AEmJyf5vPz8fAQGBuLl5UU4ooSWppaWloL375mZmYGDgwPPVgEBAfxQPt\/Td7AINN6lG42pqSkWRsrIyAhvU6XQMCouLsby8rLQo051dTVf+39BRZwyUoSmdJr9NKFe6WQETcfW1tb8goUoKiqCj4\/Pl9bU1CRfEWh2q6mpYZumT3rhEhwczEV6cXGRd5i7u7u4vb2VpwiFhYVqMxtBhZIyg+jr60NMTAzbhOxEKC0tVatvJycn\/E31y9vbm21avQ4PD7NNyEoEem9AgXZ3d\/MrdtoLiavZoKAgjI6Osm1oaIj19XXVEkBWItB+Ji8vT63RUpsgMcQlNwlA0yntkQjZFsa\/B\/gFwx2QJU6HZuYAAAAASUVORK5CYII=\" alt=\"\" width=\"65\" height=\"29\" \/><\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 18pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 12pt;\"><span style=\"font-size: 12pt;\">\u00a0 \u00a0 \u00a0 \u00a0 Electron radiates or absorbs energy when it moves from one orbit to another orbit.<\/span><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0 \u00a0If a electron in one orbit absorb<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"22\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0amount of energy then it jumps to higher energy orbits. i.e<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"91\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><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=\"90\" height=\"21\" \/><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"137\" height=\"67\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">8 Bohr\u2019s Theory of H-Atom:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><span style=\"font-family: 'Times New Roman';\">(1)<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Radius of H-atom<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">As H-atom have nucleus charge\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"24\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0and electronic charge<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAVCAYAAABG1c6oAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADpSURBVDhP7Y4xDkRQFEVtwQIUFArNZBKRiGXoVCR6O7AArVqlVSr0ClZgBRQSlYgguDM+3cwU82kmmZO8\/3PfS04ugwtZ13X4C8\/xF35P13VIkgRpmm6yc0LLsuB5Huq6hiiKcByHXui6LmzbPhKgKAoMw6ATbo0YhkFVVSRHUUTyOI7vhaZpgmXZl+F5ntzjOIYgCAiCAFmWYRgGst+gauj7PlRVPdJO3\/fkpxKGYUjaLstCclmW0DQN8zzTCZumAcdxkCQJuq5DlmW0bUtuVMKNaZqQ5zmKojg2O9TCT\/yI8Pncr5v19gC3LjMv7Sv9gQAAAABJRU5ErkJggg==\" alt=\"\" width=\"20\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">. Then coulomb\u2019s force of attraction between the nucleus and the electron is given by<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"52\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">This coulomb ion force provides the necessary centripetal force to the electron to revolve in circular orbits around the nucleus. i.e<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"78\" height=\"40\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><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=\"129\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Now according to Bohr\u2019s postulate of H-atom<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"103\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"183\" height=\"38\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Using in eq. (i) we get<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"109\" height=\"35\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"116\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><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=\"84\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Cambria Math';\">\u27f9<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"196\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">But<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"136\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Cambria Math';\">\u27f9<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAVCAYAAAAAY20CAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAKJSURBVFhH7Za\/S3JRGMcNrCiHBF2aHAQHBxsjlyDNQRFcFAcdAiGFmlqiJYRAESESQh2koT9A0EFcpEF0KSkjdWhpin5QaDRk6bf3ed5j8Q6vXqe40AcOnO9z7znP+Z57nsNVQOb8GvhpZGEgm81ic3MTgUAAZrMZ4XBYPJGJgePjY3Q6He6\/v79DofhetuyOEBmYmZkRSoYGjEYjcrmcUDIz4PV6UalUhPoLG3h7e8PBwcHXObu9vcX+\/j6ur69Zj6Lf7\/OYZDKJy8tLjj09PSGRSHB\/GL1eD5lMBjc3N6xfXl6QSqXQarVYD\/B4PDg9PeU+5aNGKGjRCwsLsFqtWFxcxM7ODiKRCGZnZ1Eul\/mlYXx8fGBlZQWHh4esY7EYGo0GdDodQqEQx\/4HjTUYDJxTrVbj4uICNpsN6+vrXKi0CUShUMDW1haurq64bW9vo9ls8rOvI5ROpzE3N8cvE7VaDa+vr9wfxu7uLux2u1DgBGtra9BqtSIyHDLx8PDAhen3+zlGG0AGKE4Eg0E4HI5\/2v39PT\/7MkBfYXV1VShp0NFTqVQoFosiApyfn3Pyu7s7ERlNPB7nLzAgn89L3gA20O12OWmpVOKgVM7Oznjc4+OjiAButxtLS0tCSYMWv7GxIRT4uPh8PqGGwwaen58xOTnJOzoOZJgMDCAj09PT2NvbExFp0Bz1el0oQKPRcGFLgbOfnJxgfn6eA+NAdULJ6bYi83QEqXCj0SjfJvQLIIWJiQnRA9rtNs9ZrVa5WEfdhGzA6XTCZDJxYBzoKrNYLFAqlVheXmYTtGhagMvlEm8N5+joiMcPoDn1ej2mpqa4Fkbx\/f1lyq+Bn0b+Bv4UTUi+rR\/6BC6ctvzsZmuTAAAAAElFTkSuQmCC\" alt=\"\" width=\"48\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><em><span style=\"font-family: 'Times New Roman';\">Thus radius of an orbit is directly proportional to the square of principle quantum number of the orbit.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">The radius of the inner most orbits\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"51\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0in the hydrogen atom is called Bohr\u2019s radius\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"30\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">as<\/span><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"\" width=\"586\" height=\"43\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">(ii) Speed of Electron in an Orbit:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">As we know from eq. (ii) that<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"61\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Using eq. (iii) we get<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"124\" height=\"32\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"211\" height=\"40\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><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=\"40\" height=\"29\" \/><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=\"36\" height=\"29\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is a constant<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><em><span style=\"font-family: 'Times New Roman';\">Thus speed of electron in an orbit is inversely proportional to the principle quantum number.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">(iii)<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">Energy of a electron in an orbit:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">The total energy of an electron in an orbit is equal to the sum of K.E and P.E, <\/span><span style=\"font-family: 'Times New Roman';\">i.e.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"178\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">From eq. (i) we get<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"66\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">And P.E=Potential of e<\/span><span style=\"line-height: 200%; font-family: 'Times New Roman'; font-size: 8pt;\"><sup>&#8211;<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0in a orbit\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABMAAAAVCAYAAACkCdXRAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAD7SURBVDhP7ZI7ioVAEEXNBQUxMNdU8K3CwMDNmBgYuCZjcQEamCgIihibGAiCv\/vQKZhxbN8gvGAG5kBD1W04VH84vJF\/2X3+mKwoCszzTN2Ruq6pOsOUmaYJ27axLAslH0RRBEEQ0HUdJUeYsmEYYBgGLMuiBEiSBDzP359sYxxHaJoGx3FQVRU4jkOaprTL5scHkGV5F5VlSck1L2VZlu0iURThui6l11zKmqbZ7yiO472XJAme5+31FUzZdqRtmjAMKQH6voeiKPB9n5IzTJmu6wiCgLpP2raFqqrI85ySI0zZNE1Unfn+977y8gHu8otl67o+3rPWxxM5DufklNl2JQAAAABJRU5ErkJggg==\" alt=\"\" width=\"19\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0charge on electron<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"33\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Using in eq. (v) we get<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"102\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"66\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><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=\"122\" height=\"32\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"109\" height=\"40\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Multiplying and dividing R.H.S by\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAVCAYAAABPPm7SAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAEDSURBVDhP7ZK9jkVAGIZ1XIjoV4Mb0boHd4FCoZCoqVTEJdCR6E5yEgVXICQKCe\/ufDlsztlNWNtssU8yf+8388wUw+EXrOta\/AsOBPM8wzRN6Lr+SJ45FNi2DY7jrgsYPxaUZYk0TXG73Wh9WtA0DTRNw\/1+R1VVdJCxCYIgoDlrfd9TbReM4whBENB1HRUYnufRyA6w2jAMtJZleZfvAt\/36fbv2F6woarqVwELLMui8JXTgizLKHzltMB1XQqXZUGSJPSJGKcEURSB53kYhgFJkuA4DisiDEParCgK6rpGURQQRZGyOI4\/BYy2bZHnOaZpeiTHPAmu8EcEH93b9bZK73QHnMmlR\/I8AAAAAElFTkSuQmCC\" alt=\"\" width=\"16\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0we get<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"117\" height=\"32\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAAdCAYAAAD2DA\/hAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAALJSURBVFhH7ZixS3pRFMddgrBClFanRiHHHCTIqb\/ASMihISpBMGt2TDGElpqKkCBcFBpraHFoEAczQSsrCow0KiuzyL4\/zvld\/dWvzPph9G6\/PnB459z3Lrwv59zz7n0q\/Gf8CP7uKE5wJBJBT08P3G43JiYmMDU1hUKhIO6+n3A4DJXqpTzFCb68vERbW5uIgOnpaQwODoroY0ghOJ1Ow2g0igiYmZnBwMCAiOqTy+WwsrLCmS0WizwmhWC\/34+xsTH29\/b20N3dje3tbY7rQXNcLhdOTk5gsVhwdHTE4yR4aGgIi4uLtapRnGCtVotAIACPx4O+vj6USiVxByzmb7LZLLq6ulCpVDim5x8fH9l\/muGqryjB9LLt7e38wmQ6nQ6JRILvHR8fv1qi8\/PzGBkZEdFzFC+4mq0qw8PD8Hq9Ivrz0k+b2uzsLHw+n4iAeDwuPAkEU3bJNjc3OV5eXuaY1jLxVIBGo+ErdXXyqZNPTk7yGHF+fs7P05Wo+ooS3IjXBH8UaQRTqZLg29tbrK+vPyvrjyBVhpvBj+DDw0OYzeaGdnBwIGY0j9HR0U+3F4Lv7++xv7\/f0O7u7sSM5rG6uvrp1vSSpuzr9fqGRt\/Pr+CF4J2dHXR0dDS0TCYjZjyHuujNzU1Do0r6Cr5F06Jt6MPDQ20\/\/RbSC6bdU2trK6LRaK0xvYX0gmlp0MGC2N3dRW9vL\/v1ULxgKtNQKASr1YpkMomNjQ04nU7Mzc2JJ35zfX3N++nT01Mx8jpSZJjWp8PhgN1u5yMkZZUaZ5V8Po\/x8XEWXT1O1kOakqYfe7FYjP1gMAibzcZ+uVyGyWTCwsIClpaW0N\/fz+P1kEawWq3G1dUV+52dnbXfOJT9s7Ozml1cXPB4PaQQTCclg8EgIqClpYXX9tramhh5P1IIpj8hqVRKRODmtbW19U\/bW2lKujkAvwCWP627geFSlwAAAABJRU5ErkJggg==\" alt=\"\" width=\"60\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><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=\"380\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD8AAAAdCAYAAAAdO7TiAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAMTSURBVFhH7Zc9LGthGMebYhBDUxqDj0iuUN2IRES4bSxag8XQgY5UxCIxduog4kaCTcSCRYiKgbJ0ayRiUgltE2ykiG+tr\/\/1PN5zREp7xHWve9pf8rTv\/7zvafo\/5znP+xwNUpTHx8efafOpiKrNB4NBNDc3CxWPas339\/djamoK2dnZ4kg8qr7zDw8PafPvkTYvxqojbT4VzVdVVaGoqAgajQYFBQWw2+1i5oVX5g8ODpCVlfVmNDU1iVXqIe7Od3d3o7q6WqhnGhoaMDg4KJR6iDNfVlaGzs5OoZ4ZGBjA9va2UMq4uLjgkDg9PUUsFhPqe\/DKPP1Zekb8fj\/r29tbnJ2d8VgptL6lpQVutxt9fX2YnJzE\/v4+MjMzsbW1JVZ9D16Zp16YzHd0dHCUlpZibGxMzCbn\/v4e5eXlWFlZkXV+fj56e3vR09PDx76Kzc1NeDyeD8Xc3NyL+enpaa6QPp+Pw2g0YmdnR8wmhy5Ubm4umyZoq8nIyODf\/GpmZ2fhdDo\/FE+P94t5q9WKxsZGoYBQKCRGyqivr+cXCom7uztotVrF6T48PAyTyZQ0amtrxRmfQ057uluU8hMTEzwhEQgEcHNzI1RiiouLsby8LBQoraDT6YRKDtWcw8PDpBGJRMQZn0M2T4WKzB8fH\/MEcX19Db1ej\/Pzc3EkMYWFhVhaWuIxXTBqLAwGA+s\/9Yc\/A\/UxdPEkZPOLi4vIycnB\/Pw8x8zMDBe8yspKXqgE6gdKSkr4PZoegaurK26QxsfH0dXVJVb9fU5OTlBTU4ONjQ0MDQ3B4XDwcdm8y+V6M1ZXV3mhEihDqCdYWFjgx+jpxzE6Ogqv18vjfwUVXinzwuEwzGYzj2Xz\/ztra2uwWCyw2Ww4OjpCe3s78vLyxOwzVICpoF9eXrJWjXmC6gzVHakbpRomQVlJqU\/s7e3xt6rM0+7S1tYmFHibJeiO19XVyf2LtEZV5ltbW+Wtllp06i4ToSrzFRUV2N3d5THtLlR819fXWb+FqsyPjIxwihPRaJR1ohczNv\/08SsVA8CP3ytV97pF4s6rAAAAAElFTkSuQmCC\" alt=\"\" width=\"63\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><em><span style=\"font-family: 'Times New Roman';\">Thus\u00a0<\/span><\/em><em><u><span style=\"font-family: 'Times New Roman';\">total energy is inversely proportion to square of principle quantum number.<\/span><\/u><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Here\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"24\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0sign indicate that the total energy of e<\/span><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 8pt;\"><sup>&#8211;<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0in an orbit is due to attractive force between e<\/span><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 8pt;\"><sup>&#8211;<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0and nucleus.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">9 Spectral Series of H-Atom:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Before studying spectral series of H-atom we will study absorption and emission spectra.<\/span><\/p>\n<ol class=\"awlist2\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"A\">\n<li style=\"margin-top: 6pt; margin-left: 36pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;\"><u>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Emission Spectra:<\/u><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">When an electron jumps from a higher energy level to lower energy level, then it emits energy in form of radiations of certain wavelength called emission spectra.\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">The amount of energy emitted by electron is<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"95\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p><strong><u>2.\u00a0 Absorption Spectra:<\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">When an element is heated to a high temperature then it absorb energy and emit certain spectra called absorption spectra. In this case electron absorb\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"20\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0amount of energy and excite to higher energy level as<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"99\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">10 Spectral Series of H-atom<\/span><\/u><\/strong><strong><u><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 8pt;\"><sup>\u00a0imp<\/sup><\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">:<\/span><\/u><\/strong><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"height: 0pt; margin-top: -3pt; text-align: left; display: block; position: absolute; z-index: 6;\"><img loading=\"lazy\" decoding=\"async\" class=\"\" style=\"margin: 0 0 0 auto; display: block;\" 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\" alt=\"\" width=\"192\" height=\"185\" \/><\/span><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">As electron move from higher energy orbit to lower energy orbit then it emits line spectra of frequency<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAAVCAYAAACdbmSKAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADbSURBVDhP7ZExCoNAEEU9gGCZC4idRRpLz2DrWdJ4CBtBwTtYiCjYqXcQOxstbOxU9seZWAVXSBNS5MEus395sDOr4EOEEI+\/tPMD0rIsSNMU67oeCdA0DbquO5eqqoLjOFBVFVmWcWaaJlzXhWEY51Lf93QBXddRliVn4ziibVvYtn3dk6ZpGIbhOAFJkiCOY7k0TRMURcE8z3zetg2WZXEtlfI8Z4kGQvi+j7quuZZKQRCwRERRBM\/zuCakUlEULNGTwjA80heXg6B\/oV7euZRkfFnat\/tnS9ye5KL1as9dPTwAAAAASUVORK5CYII=\" alt=\"\" width=\"13\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0as<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"102\" height=\"22\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"159\" height=\"45\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><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=\"146\" height=\"38\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><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=\"65\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"158\" height=\"45\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><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=\"102\" height=\"38\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><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=\"17\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is called Rydberg constant.<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Now the origin of the various spectral series in the H-atom can be explained as flow.<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\n<li style=\"margin-top: 3pt; margin-left: 23pt; text-align: justify; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;\"><u>Lyman Series:<\/u><\/li>\n<\/ol>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">If an electron energy level to\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0then electron emits Lyman series in ultraviolet region.<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">This series is given by<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJYAAAAiCAYAAAC9WiCBAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAa\/SURBVHhe7ZtpSBVtFMctI9SywAxErAwtLLKM6mNSEVaUZIsapQX1zUqQJKUFi4g2tKI+FC1KChXlF0tMlApbIDVUkjJQ2rC0fd80z8v\/uWd07ty5Xh3veEff5wdPzjkzd7oz859zzrNcL5JITEAKS2IKUlgSU7CEsH79+sVb1uDWrVud7f79++yV6PH582e7+\/Xq1Svh96iwPn78SAcPHqSYmBj2WAMvLy\/68uULW5Kegvt2\/Phx27b41wM8f\/6cDh8+THv37qX58+ez1xpIYRnDEsJSKCoqGjTCKi4upjlz5rA1MLh9+zbNnj2brb4hheUCI8LavXu3eEgjRoxgj\/U5dOiQqIuGDRvGnr4hheUCoxHr79+\/A0pYCsOHD+etviGF5QIpLGNYSliXL1+WwvIwg05Y69ato+XLl9PSpUtp7dq11NDQwHs8ixSWMRyEBYezVlhYKA4cDJw4cUJc05AhQ2jo0KHib3BwML1\/\/56PsIFjjAjrz58\/UlhWSYX9CR48xKTQ1tZGERERtGbNGvbYMCKs0NBQCgoK6myrV6\/mPdZlyZIldt955syZvMcYusL69OkTNTc3s2UL6xiex8MYLBQUFNCoUaPYsrFt2zaaOnUqWzaMRqz\/Ow7COnXqFE2fPl3sAJj\/Wbx4MQUGBtKOHTuEbzAwbdo0mjBhAltEHR0dNHfuXLdELImOsK5evUovXrwgb29v4bx79y59+\/aNDhw4QEeOHBE+Nfv37xcncdX+\/fvHn7Dn8ePHdPHiRd2G76LHvHnzdP8PdVu4cCEfrQ+OOXbsmNhGRD59+jT5+vrSkydPhE8Bx0lh9R7cN4dUWFVVRSEhIWzZSExMpPr6erbcR1lZGW3dulW3bd++nY9yP7jwsLCwzuiMqKzXE5XCMoausJAOZ8yYwZZt5UF8fDxbA5+KigpRuL9+\/ZqamppESszOzua99qiFhbJg165dpjUtiKibNm1y2XJycvgTXeid3+ymRldYEFF0dDRbNltZW6Olr6nQCH1NhStXrhRDDAoYelDXW2pwLkVYKAnw0pnVtFRXV1NpaanLhuO06J3f7KYG981BWGPHjqXMzEyxvWXLFiopKRHbZvL9+3fKyMigZcuWiW0zGT16NCUnJ7NFVFlZKW7Eu3fv2NOFWliSnqMrrFmzZtGkSZMoKiqKbt68yV5zwVAGGpaboO4yizdv3ohohfVfChAObkR6ejp7upDCMoausFB7YNmH2ZFDD\/QSIS6zwLkxg4DW3t7OXqLr168Ln3r8DnQnLEQ6bQpQ8\/PnT9EJ+f37N3vsQWehP0Tb0tJCCQkJbPWO3Nxc0ZnTA7MUzjp0usLyJFhoZqaweoszYa1atYoePHggxr8UUKv5+PjYDSRjG3Ogjx49Yg+JLIDPo2bbvHkz7dy5k\/e4H9TAGLoxWuPi+rBOKykpiT02Jk+eTC9fvhQdGn9\/f\/Z2YSlhYSxpxYoVlhdWfn6+qAfVZGVliYcXEBDgMEOB6SLUdWoRKqB+1UvB7gCRCiWNO9i3bx+dPXuWLXvwMmmxjLDQ7R85ciTV1NRYWlgQB2o0Z+lNT1hgz549dPLkSbZsoOSIjY1ly\/1AVOrUfu\/ePTGDgtWiT58+FfOBGzdu1BW8lrdv39L48ePtjsU2fvzy48cP9nRhCWHhIWECGPWV2TVWb9EKC1HA2dAEcCYsXJM6nWBGA2kKXLp0Sfx1N+jdo85Tg3oJaayxsVFEWFwfUnJPGDduHLW2toptXCOEiXNYUlhQPWoQpBKANwkh986dO8L2NFph4YFoJ6rVOBMWerrKT9tQ9GIs7cqVK6Jt2LBB+N0NMoA2siJaoUMBHj58aLeKAdHt2rVrlJeXJ15wLeHh4Z2zE6gRL1y4IL7\/+vXrhU+Nx4WFCHD06FG7NwtF8IcPH9jyLFph4eZ3V7c4E9aNGzcoLi6Orf5hzJgxDj8ARrTCywvS0tKE0BQiIyNFPYi5U72CfOLEifTs2TO2usfjwrI6uEFKQ42BB+Xn56dbY+HlQJRAb0kLJvBRZ\/UnWBeGcTsF9ODw\/RQwGI2Re212wDATRKbm69evYpkRROcMpHf1\/ZLC6iX4eZe2h4Q6CTWT0tQDsIgCU6ZMcRgjMxukXyz5VsA6uzNnzrBFVFtbK+Yj1atmEW1RC2oFhM8ZXTYlhdVDUOwuWLCgx0JBV\/3cuXNs9S+oX+vq6tjqHkxppaSkiG3UkgpIf4sWLXLoCPQUKaxegHSBVQUoXp2BdJmamkrl5eXs8Qznz58Xc76uwBJqLFXCGB1+0AIwG4GU1pdZGCksiQkQ\/QfNRCQT6gi04AAAAABJRU5ErkJggg==\" alt=\"\" width=\"150\" height=\"34\" \/> \u00a0<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=\"153\" height=\"21\" \/><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"i\">\n<li style=\"margin-top: 3pt; margin-left: 23pt; text-align: justify; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;\"><u>Balmer Series:<\/u><\/li>\n<\/ol>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">If a electron jumps from higher energy level to\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0level then electron emits Balmer Series I visible region.\u00a0<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">This series is given by<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"150\" height=\"34\" \/> \u00a0<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=\"153\" height=\"21\" \/><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"3\" type=\"i\">\n<li style=\"margin-top: 3pt; margin-left: 23pt; text-align: justify; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;\"><u>Paschen Series:<\/u><\/li>\n<\/ol>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">If an electron jumps from higher energy level to n=3 level then electron emits Paschen series in infrared region. This series is given by\u00a0<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"150\" height=\"34\" \/> \u00a0<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=\"153\" height=\"21\" \/><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"4\" type=\"i\">\n<li style=\"margin-top: 3pt; margin-left: 23pt; text-align: justify; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;\"><u>Brakett Series:<\/u><\/li>\n<\/ol>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">If a electron jumps from higher energy level to\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0level then it emits Brakett series in infrared region. This series is given by<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"134\" height=\"38\" \/> <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=\"153\" height=\"21\" \/><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"5\" type=\"i\">\n<li style=\"margin-top: 3pt; margin-left: 23pt; text-align: justify; line-height: 150%; padding-left: 13pt; font-family: 'Times New Roman'; font-size: 12pt; font-weight: bold;\"><u>P fund Series:<\/u><\/li>\n<\/ol>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">If an electron jumps from higher energy level to n=5 level then it emits P fund series in infrared region. This series is given by<\/span><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"134\" height=\"38\" \/> \u00a0<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=\"153\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 3pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><em><span style=\"font-family: 'Times New Roman';\">Bohr explained successfully the series of Lyman, Balmer and Paschen series and predicted Brackett and P fund series which were latterly explained by Brakett and P fund.<\/span><\/em><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: normal;\"><strong>Q. <\/strong><strong>Find the wavelength of the electron orbiting in the first excited state in hydrogen atom.\u00a0<\/strong><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: normal;\">Ans.\u00a0 The energy of nth state of the hydrogen atom is given<\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: normal;\">\u00a0as;\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"82\" height=\"27\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: normal;\">\u00a0So, in first excited state, n = 2<\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: normal;\">Therefore: <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"163\" height=\"27\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: normal;\">\u00a0\u00a0\u00a0 So\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"48\" height=\"27\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: normal;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"127\" height=\"19\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">11 Energy Level Diagram For H-atoms <\/span><\/u><\/strong><strong><u><span style=\"line-height: 150%; font-family: 'Times New Roman'; font-size: 8pt;\"><sup>\u00a0imp<\/sup><\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">It is a diagram in which the energies of different stationary states of an atom are represented by parallel horizontal lines, drawn according to some suitable energy scale.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Energy level for H-atom:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">According to Bohr\u2019s theory, the total energy of electron in\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"24\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0orbit is\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" 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src=\"data:image\/png;base64,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\" alt=\"\" width=\"86\" height=\"38\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><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=\"97\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Now energy of electron in first orbit\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"51\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"157\" height=\"31\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Again energy of electron in second orbit\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"54\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">is<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"148\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Again for\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJoAAAAdCAYAAABSSnV3AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAY+SURBVHhe7ZtrSBRtFMctybQ+RCWlvGVidFHD0A9KFCWCRFciv5QWoaKBqBRJpHRByaJMDCKKKKQPEUp0QY0SxUtaipBYkhpaXrqnld3L9Lz9j8+ss+7Mau6q2\/b84MQ8lx1ndv9zznnOMzmQRDLK9PX1+UuhSUYdKTTJmGB3Quvt7aXq6mpav3696OmnoqKC9u7dS6GhobR48WLKzs4WI6a0t7dTZmYmrV69mnp6ekSvxBLsSmjfvn2jpKQkOnDgAM2fP1\/09nPo0CF6\/\/49H\/\/69YscHR35eDD5+fkUHh4uBWZl7DJ0NjU1mQhNDca9vb1Fa4Curi7+3NevX0WPxFr8U0K7ceMGbdu2jby8vOjz58+id4D09HRavnw5XbhwgVJTU8nf35+ePXsmRiWWYPNCi4qK0rVXr16JWcYM5dFu375NU6dOFa0BIiMjaf\/+\/aJFdP78efLw8BAtiSXYvNDy8vJ0TcsrgaGE9vumycHBgeepiYmJoSNHjogW0cOHD3mexHL+mdCJBF+9GJg8eTIn\/JgbGBjI\/Tdv3qSVK1fyMdi3bx+vVCWWY3dC8\/T0JFdXV\/ZEc+bMoVOnTnH\/1atXad26dTRv3jyKiIig1tZW7q+trTV4LXg65HEof8ydO5c\/iz574uPHj3Tx4kXRGjuMhPb27VuaNGmSpgUHB4tZElsgOTmZ\/Pz8REsfZ2dnLuUoNnHiRM5FB4OV9uzZs+nu3buiZ\/goGlmyZInoIaqvrzf0IzKYeLTExESTG9i4caNRkiwZP16+fEkuLi4sGF9fX9GrD35ocyCNwGp7ypQp7NkrKyvFyPC5c+eOZi67ZcsWSkhI4GMToS1atIi2b98uWv0ghIzkAiTWR0kFsGthDaEdPXqUHj9+zMcQ8FC\/88+fP+nDhw\/0\/ft30UPU3d1tIjT04XxKXmwkNKzi8IHy8nJuI1nGSSW2h7WEpsac0KCFM2fO0KZNm+jcuXPk5OREz58\/5zHkfYOFhvIT5ikYCe3Jkyf8ASzzYUiKMzIyxOifs2bNGgoKCjJrp0+fFrNNuXbtms3YrVu3xFUZEx0drXlfatu9e7eYbT3+RGhpaWmc\/mzYsIEXO3qYExqi3MGDB0WLaMGCBVyPBF++fDESGspCAQEBotWPkdAuX75M7u7uVFJSwobk7sGDB2K0Hyj73r17dPbsWd6YNufxOjo6qK2tzay9e\/dOzDZl586dNmNIaLVAzqR1X2p7\/fq1mG09his0PCQKVVVVLIisrCzRY4ye0GpqamjatGmGcFlYWEhubm4cHgH2mHHehoYGCIp3V\/Bigxojoa1du5YnKbS0tIijAVA6wNONE16\/fp1LCJKRsWzZMt5zHcq0yhHDFdpgYmNj+Zxa6Alt165dXGs8efIk7dmzh68H4lL48eOHQWjFxcW0detWMTKAQWhYfWCyOq6CxsZGdo1aYAsIStcDF4d9RXNmSWi2BcLCwjTvS20Ir1qgnARvN5Rpff8jFdrx48e5lqiFntAQBvU8OkCUg3bq6upo4cKFhgWAGoPQlISus7OTBwBUCw+mFd7u379PISEhHEb1wB\/EZ83Z3\/6mBMKH1n2p7dOnT2K29dASGq4FDy5ybZCTk0ObN2\/mY4VVq1bxO3la6AkNnhdeTQEeDK9iKShOCrVWeD0tDELDe1iopaCCDsvNzeWET12EU0AxrqioiC8Y+YstAs+8Y8cOKi0t5S8A12svPH36lAuxM2fONEpvkBPjB8dWGkCIQ\/vEiRP06NEjiouLoxkzZvCLnYO5dOkSTZgwQTPsHTt2jKZPn855+eHDh2np0qX8SpUC0ij8HezK4MVTLQxCQ0FWyyBAPfAEoXD45s0b0WMb4AufNWsWu3QAr4nVlzqv+FuBE7hy5YqRFRQU8BhCLNpYoAD86DjGw4Z+pEGDIwi8rfpcimEBoIDz4BzQA1atWt8jxhA69TAIbSTgoqFktbptgbKyMpNNdTzJyg8gGXv+WGhw16hOI06npKQYthhsCbysiDCgLL+RdOOBePHiBbclY49FHs2WwVsZPj4+XK5pbm5moemtniWjj90KTQ2S4vj4eNGSjAd2LTSEdyzXV6xYwceS8cOuhYblPP4\/p2T8YaH9\/idDmrTRtb7\/\/gemu8GDxzguGQAAAABJRU5ErkJggg==\" alt=\"\" width=\"154\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">And<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"136\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"164\" height=\"38\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 200%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">And\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI4AAAAfCAYAAAAxx\/XuAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAdrSURBVHhe7ZpnaFRBEMdjx4JYsGHFHhE0il3RD2JDsaMmKqJYUFSs2BUTFRULKlbsCoq9xoqCigV7xYK9916TjP7nZu\/2lbtLTo1J3B8s7Ozbe\/fe29mZ2dkNI4MhiSQkJEQYxTEkGaM4hpBIc4oTHx9Pp06dohYtWkiLh2PHjtHw4cOpYcOGVK5cOVqxYoVccXL\/\/n2aMWMGNWrUiH78+CGtBp00pThfvnyhIUOG0JgxY6h06dLS6mHcuHH05s0brsfFxVGGDBm4bmfXrl0UGRlpFCYIadJVXb9+3aE4OrgeHh4uko9Xr15RqVKl6PPnz9Ji8Md\/pTjbt2+nLl26UMmSJenjx4\/S6mPSpElUt25dWrp0KY0fP54iIiLo4cOHctWgk+IVp2fPnn7L06dPpZeVYBYnNjaWcuTIIZKPbt260dixY0UiWrJkCRUrVkwkg06KV5ytW7f6LR8+fJBeVoIpzq+XprCwMO6nA2WcPHmySESXLl3ifgYn\/42r6ty5M719+5brCI6zZMnCAfCNGzeoVq1a3I7AuH79+lwHI0eOpGHDholk0ElzioPgNn\/+\/GwpihcvTvPmzeP2jRs3UvPmzfl6VFQU3b59m9vPnTvntSqwRFu2bKEKFSpQiRIlaM6cOdxmcJImLY7h72NRnKtXr3J+AzPQXkyQ+HeARevXrx+7zmzZstHmzZvlijsvXryg2rVrc\/\/06dPT7NmzLVYRSUu38YMVTiy4L35ToEABaSG2xKq9SpUqToszcOBAR3xQrVo1Gjp0qEiGPwmUpW\/fvlx\/9OgRDwwCfzdWrlzJ1xVIFUDWx6Z69eqcTrh48aK3tGnTJmCm3M7evXst\/6Po1KkTNWjQgOsOxalcuTK1a9dOJA\/Tpk2jbdu2iWT4U2BVaB8gxF81a9YUycrJkydp586dInnA71u3bi0S0erVq6XmI3PmzFJLHO\/evXM817dv36hQoUJ09+5dli2Kg5Q9fgCzlBLYsWNHiikHDhyQp\/pzwM3YB2jRokWONn88fvw46HhNnz6dOnbsKJKVo0eP8v4d3FudOnW8q8737987nmHixIk0YcIEkWyKo0zfwoUL2dwhr4F9n1CZOnUq7xEFKvv375feTrp3755iij9XvXjxYtf30suaNWuktxWs8uwDhJQA2vwlNwEUZtOmTVSjRg1XC6OTMWNGqVmZP38+NWnShFMTAOEJ\/ht8+vTJ8lxPnjyhwoUL09evX6XFpjgYxFy5ctGIESO4oPPx48flqhP8wZUrV0RysmHDBn6xQOXs2bPSO3Wye\/du1\/fSy8GDB6W3FSz5\/SnOgwcPpMUJMtzNmjXjABmbumrw7SxfvpzjUzv37t3j\/8DeHEBshUw6FBIoz4NTAgATZ9WqVVxXWBQHSTJosWLPnj30\/ft3kaz06NGDZs2axSsxQ2hgxvtTnMRstCoF6N+\/v7RYyZ07t3fwdbAPV6RIERowYAB7FCQ5dQOAeAb3vXbtGmfP69WrJ1d8eBUH51jQGb4sGEiQKe0MBKLwpk2bBiyYFb8D\/HKw7O6tW7d4QH69rLT4QPYYycBQj1EMGjTI9b30goFyA2d+7IoD11ewYEGRgoPJ7hZMY2WWL18+13dGphwexR8wFnguGIXy5cvz97PjVRzl15CC16lUqRI9e\/ZMJM\/GH0wXomustJ4\/fy5XnFy+fJnOnz8fsCRGAf2xfv16njF4dgUmAAZz7ty5dOHCBWn17DvhA+tmHVnl0aNH0+nTpzk3EYrbxPdyey+9qCy1HcQx+OZwDQosndu2bct1DCDur3byp0yZwu+s07JlSz6cZgdu8PDhwyJZwbvaFUdfruMb4bkGDx7Mca4bXsWBWcqZMyc3AsxAuKOiRYtatDZPnjzsX+GD79y5Q5kyZeLTdckNDmUhKak\/G0xsmTJlvEtGOxhAlYcA8PFQNIAPtG\/fPq4nJ2XLluVjHuDMmTM8BkjyAXxjDKAKWnv16sXyy5cvWUZMChmTQufQoUPc7i\/MgIWGJcF98E2qVq3K469Q3gcWSw+IdbyKkzVrVu5sL3b\/ieBZfyDMbDVDkhPMMhwR1VmwYAFvTAYie\/bsUvOBWC4mJsaihMkFBgkrWBx1jY6Otuz4w5rD1an3RF+4DSyhW7Vqxct5tYTWQcC8bt06kZxg\/BDfYHxhsZQi6uBaoKShV3ESS968eXlmKGbOnEkdOnQQKfnALNWXrBj0dOnScXCPVQKyn0iR2z9s48aNLS5p2bJl3kwtlp2GxJFkxUHcggFCXAFTj6xkoJzD3wIKrM4QAxXQvX79WlqI2rdvzwk1HWRmYZnAiRMn+ODWkSNHOHeVUhKfqYEkK45i7dq1\/yQmUGA5qSuJCuh0X921a1evkiiQRU3Kvo3BnZAV51+D1d7NmzdF8gC32adPHw7sEWBWrFiRA3gdBJ8q8WUInVSrOEgF9O7dWyQfcDdwUVhK2pf6WCEguDf8PqlWcQA255KSucbKxX7O2BAaqVpxwKhRoyy7tm5g8xablHpC0PB7pHrFMfwbEhISIn4CFXebm32cv+EAAAAASUVORK5CYII=\" alt=\"\" width=\"142\" height=\"31\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Clearly an electron has certain definite energy while revolving in a orbit. This is called quantization of energy of electron in a atom.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">In case of H-atom energy state of maximum energy\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"79\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is called ground state and other\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"114\" height=\"21\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0are called excited states.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">12 Limitations of Bohr\u2019s Theory:<\/span><\/u><\/strong><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 10.52pt; text-align: justify; line-height: 150%; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Bohr\u2019s theory explained certain spectral lines of H-atom but it fails to explain fine features of Hydrogen spectrum.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 10.52pt; text-align: justify; line-height: 150%; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">It could not explain the spectral series of other atoms except Hydrogen.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 10.52pt; text-align: justify; line-height: 150%; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">According to Bohr Theory, the orbits of electrons are circular only but elliptical orbits are also possible.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 10.52pt; text-align: justify; line-height: 150%; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">As electron also have wave nature so exact position of electron cannot be explained by Bohr\u2019s Theory.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 10.52pt; text-align: justify; line-height: 150%; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">It does not tell anything about the relative intensities of spectral series.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 10.52pt; text-align: justify; line-height: 150%; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">It does not explain the further splitting of spectral series in magnetic field (Zeeman Effect) or in analectic field (Stark effect).<\/span><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">13 Excitation and Ionization Potential:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Excitation Energy<\/span><\/u><\/strong><strong><em><u><span style=\"font-family: 'Times New Roman';\">:<\/span><\/u><\/em><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><em><span style=\"font-family: 'Times New Roman';\">The amount of energy required by an electron to jump from ground state to any other energy state is called excitation energy.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">First excitation energy of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"85\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"204\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Second excitation energy of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"85\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"218\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Ionization Energy:\u00a0<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><em><span style=\"font-family: 'Times New Roman';\">The amount of energy required to remove an election from an isolated gasses atom is called ionization energy.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Ionization energy of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"89\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"145\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Excitation Potential:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><em><span style=\"font-family: 'Times New Roman';\">The amount of potential require to jump a electron from lower energy level to higher energy level is called excitation potential<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">First excitation potential of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"68\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" 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src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD8AAAAVCAYAAADxaDaPAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAMRSURBVFhH7ZbNSypRGMYtKly0CiIok4woFxXdDIJaJa7cRFCLNrUoor+gEKIoInFj+CcUFLiJFhm5EFwEBS2yoqgIkT7oS6KCPojqufc9vnN1nJmMC3PvBf3B65znPWeG8zhnznsMyFI+Pz8jOfPZSM48t7OOv2I+GAxyS0k0GsXy8jL29vZoMpzVZnd3V4zf2NjA+\/s7Z5Xc3Nxge3tbRCwW42zifil\/enqqn\/mrqyvY7Xbk5eVxRs7o6Cg6OjqwuLgIk8mEzs5OfHx8cK+cpaUlWCwWzMzMYH5+HuXl5WhoaMDb2xuPkHNwcIDS0lIUFxdjZ2eHs8D6+joMBgPq6+txeXmpj\/mRkREMDg6iqqpK1fzm5qaYxMPDg9B0LSoqQiQSETqdnp4ezM7OsgKur6\/F\/VtbW5xR0tvbi6amJlZJaD6Pj4\/6Lfv9\/X2xjPv6+lTNDw8Pw+FwsEpgNpvhdDpZyXl6elIsczIfCoVYKRkYGFCY7+\/vx9TUlGjr\/s1rmW9ubsbQ0BCrBHV1dcLQd6B9hMbSn6KFy+WSmX95eUF+fj4rDfMnJycwGo0Zg76rTGiZp0nQ20\/FarV+23xZWRkCgQArdcbGxmTmGxsbcXR0xOofvnky+afm29ra4PP5WGmzsLDw+3mHh4ew2WyiLaFqnnbc+\/v7jPFVqZHQMk9vhL6\/VMh8YWEhKyU0r66uLkxOTnLma6iKkHnae2pra3F7e8s9CVTNU12sqanJGMfHx3yHNlrmaTNqaWlhlaCyshJut5uVkunpabGDp6JV6giposzNzan+Ybov++7ublXztEvTxKRvMB6Po6CgQJQggg4x7e3tok1QCSwpKcHd3Z0oixThcBgej4dHKJHMV1RU4Pn5mbNJdDO\/uroq6jLVbprAxMQE\/H4\/9yYYHx8Xhxu6VldXY21tjXuSu7lEa2ur0Onh9Xp5hJKLiwsxZmVlhTNydDNPp7uzszNZnJ+fc28SKj\/Ul36yozdFeYnU56QG3a\/F6+urONFpnRp1X\/b\/Mznz3M46hPlfPz+yMQBYfwL\/Zve82fGxxwAAAABJRU5ErkJggg==\" alt=\"\" width=\"63\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Second excitation potential of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"68\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"178\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Ionization potential:<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><em><span style=\"font-family: 'Times New Roman';\">The amount of potential require to just eject a electron from isolated gases atom is called ionization potential<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 0pt; text-align: justify; line-height: 150%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Ionization potential of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"240\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">SOME IMPORTANT MCQ:-<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 12pt;\"><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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Infrared\u00a0 \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 <\/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: 12pt;\"><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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Lyman series\u00a0 <\/span><strong><span style=\"font-family: 'Times New Roman';\">(b)<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">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 <\/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: 12pt;\"><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: 12pt;\"><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 <\/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: 12pt;\"><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: 12pt;\"><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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Infinite energy\u00a0 <\/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: 12pt;\"><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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">13.6 eV\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: 12pt;\"><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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Nucleus\u00a0 <\/span><strong><span style=\"font-family: 'Times New Roman';\">(b) Photon<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096 <\/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: 12pt;\"><strong><span style=\"font-family: 'Times New Roman';\">7. to explain his theory, Bohr used\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 12pt;\"><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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(c)<\/span><span style=\"font-family: 'Times New Roman';\">Conservation of quantum frequency\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: 12pt;\"><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: 12pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABIAAAAVCAYAAABLy77vAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAnSURBVDhPY\/hPJTBqEGEwahBhMGoQYTBqEGEwnA369++fIeX4nyEAgDvTsjs5g8YAAAAASUVORK5CYII=\" alt=\"\" width=\"18\" height=\"21\" \/><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=\"505\" height=\"24\" \/><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 12pt;\"><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: 12pt;\"><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 <\/span><span style=\"font-family: 'Times New Roman';\">(c) Heisenberg\u2019s effect\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: 12pt;\"><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: 12pt;\"><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: 12pt;\"><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\u00a0 \u00a0 \u00a0 \u00a0 <a href=\"https:\/\/vartmaaninstitutesirsa.com\/\">www.vartmaaninstitute.com<\/a><\/span><\/strong><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Positive\u00a0 \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 \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: 12pt;\"><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: 12pt;\"><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 \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: 12pt;\"><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: 12pt;\"><strong><span style=\"font-family: 'Times New Roman';\">(a) <\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Unlen-beck and Goud-smit <\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(b) Nell\u2019s Bohr\u00a0 \u00a0<\/span><span style=\"font-family: 'Times New Roman';\">(c) Zeeman\u00a0 <\/span><span style=\"font-family: 'Times New Roman';\">(d) <\/span><span style=\"font-family: 'Times New Roman';\">Sommer-field\u00a0<\/span><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 12pt;\"><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=\"17\" height=\"29\" \/><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 12pt;\"><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 <\/span><\/strong><span style=\"font-family: 'Times New Roman';\">(b) Angular velocity\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: 12pt;\"><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: 12pt;\"><strong><span style=\"font-family: 'Times New Roman';\">(a)\u00a0<\/span><\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"139\" height=\"21\" \/><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=\"117\" height=\"21\" \/> \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=\"142\" height=\"21\" \/><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=\"110\" height=\"21\" \/><\/p>\n<p style=\"margin-top: 9pt; margin-bottom: 0pt; line-height: 115%; font-size: 12pt;\"><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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Linear momentum of electron\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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(c)<\/span><span style=\"font-family: 'Times New Roman';\">Linear velocity of electron <\/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: 12pt;\"><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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Four times of P.E. <\/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: 12pt;\"><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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Protons and electrons\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: 12pt;\"><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: 12pt;\"><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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Marie Curie <\/span><span style=\"font-family: 'Times New Roman';\">(b) Pierre Curie\u00a0 <\/span><strong><span style=\"font-family: 'Times New Roman';\">(c) James Chadwick<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096 <\/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: 12pt;\"><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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">Mass of proton <\/span><span style=\"font-family: 'Times New Roman';\">(b) Mass of neutron <\/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: 12pt;\"><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: 12pt;\"><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=\"42\" height=\"21\" \/><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=\"45\" height=\"21\" \/><strong><span style=\"font-family: 'Times New Roman';\">m<\/span><\/strong><strong><span style=\"font-family: 'Wingdings 2';\">\uf096 <\/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=\"42\" height=\"21\" \/><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=\"42\" height=\"21\" \/><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: 12pt;\"><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: 12pt;\"><span style=\"font-family: 'Times New Roman';\">(a)<\/span><span style=\"font-family: 'Times New Roman';\">6 hours\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: 12pt;\"><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=\"290\" height=\"37\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0so time\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"133\" height=\"21\" \/><\/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>Unit VIII: Atoms and Nuclei\u00a0 Chapter 12 Atoms Chapter\u201312: Atoms : Alpha-particle scattering experiment; Rutherford&#8217;s model of atom; Bohr model of hydrogen atom, Expression for radius of nth possible orbit, velocity and energy of electron in nth orbit, hydrogen line spectra (qualitative treatment only). 1 J J Thomson&#8217;s Model of an Atom: According to JJ 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