{"id":1360,"date":"2023-03-22T16:55:24","date_gmt":"2023-03-22T16:55:24","guid":{"rendered":"https:\/\/vartmaaninstitutesirsa.com\/?page_id=1360"},"modified":"2024-03-05T16:48:32","modified_gmt":"2024-03-05T16:48:32","slug":"chapter-12-magnetic-effect-of-electric-current-2","status":"publish","type":"page","link":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/chapter-12-magnetic-effect-of-electric-current-2\/","title":{"rendered":"chapter 12 magnetic effect of electric current"},"content":{"rendered":"<h1><strong><u>chapter 12 magnetic effect of electric current<\/u><\/strong><\/h1>\n<h4><strong><u>1.Electromagnetism: magnetic effect of electric current\u00a0<\/u><\/strong><\/h4>\n<p><em>The branch of physics which deals with the study of <u>magnetism due to electricity<\/u> is called electromagnetism<\/em>. The relationship between electricity&amp; Magnetism was firstly given by Oersted which is magnetic effect of electric current as below<\/p>\n<p><strong><u>1.Electromagnetism<\/u><\/strong><\/p>\n<p><strong><span style=\"font-family: 'Times New Roman'; font-size: 16pt; color: #ff0000;\">SANDEEP SONI\u2019S PHYSICS<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; font-size: 10pt; color: #ff0000;\">\u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #ff0000;\">COMPETITION CLASSES<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; font-size: 9.33pt; color: #ff0000;\"><sub>\u00a0\u00a0<\/sub><\/span><\/strong><\/p>\n<div>\n<div style=\"clear: both;\">\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #0f243e;\">\u00a0 <\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #1e04b8;\">(10+1, 10+2, IIT-JEE<\/span><\/strong><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #1e04b8;\">\u00a0(<\/span><span style=\"font-family: 'Times New Roman'; font-size: 9pt; color: #1e04b8;\">Main &amp; Advance<\/span><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #1e04b8;\">),<\/span><strong><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #1e04b8;\">\u00a0NEET, B.Sc.\u00a0<\/span><\/strong><span style=\"font-family: 'Times New Roman'; font-size: 9pt; color: #1e04b8;\">Agriculture<\/span><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #1e04b8;\">,\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #1e04b8;\">NDA)\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; line-height: normal; font-size: 20pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 10pt; color: #1e04b8;\">OPP: JHUNTHARA DHARAMSHALA <\/span><span style=\"font-family: 'Times New Roman'; font-size: 9pt; color: #1e04b8;\">NEAR SURKHAB<\/span><span style=\"font-family: 'Times New Roman'; font-size: 10pt; color: #1e04b8;\">\u00a0CHOWK,\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 8pt; color: #1e04b8;\">HISSAR ROAD SIRSA<\/span><span style=\"font-family: 'Times New Roman'; font-size: 10pt; color: #1e04b8;\">\u00a0 P<span style=\"font-size: 12pt; color: #1e04b8;\">H-\u00a0<\/span><strong><span style=\"font-size: 12pt; color: #1e04b8;\">94676-12340, 8708535733<\/span><\/strong><span style=\"font-size: 12pt; color: #1e04b8;\">\u00a0\u00a0<\/span><\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; line-height: normal; font-size: 14pt;\"><span style=\"height: 0pt; display: block; position: absolute; z-index: -65537;\"><img fetchpriority=\"high\" decoding=\"async\" style=\"margin: 0 0 0 auto; display: block;\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZkAAAIICAYAAAC8d5O1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAADI0SURBVHhe7dfR0uM6jmzheelzP28+x6lOVbtcsE0SoETJ64vI6N6\/TQDUHkPT\/wMAAAAAAAAAAAAAAAAAAABc1\/898Z8AAMjTi+V\/\/\/d\/\/98eXjQAgBKvL5jnF434awAA9NFLJHrBPIcXDQCgW8sLZg8vGgBAl56XjKLvi48DABDTyyJ6kbSEFw0A4KPMS0bhRQMA+KjiRSMuBwDAf+kFEb08esOLBgAQ4kUDAJhKLwiJXh49cRleNgCAf+kFEb08esOLBgAQ4kUDAJhKLwiJXh49cRleNgCAf+kFEb08esOLBgAQ4kUDAJhKLwiJXh49cRleNgBwZd7lG\/+phOpFL4\/eVM8FADjI64tA\/yz+OE21nuuPpnImAMABPr0AKpe6aknUpycuw8sGAK5ACzta5nu2jf7gr6epVtSnN5UzAQAm6Fn4lUu9p++nVM4EACjWu+wrl7pqSdSnJy7DywYAVqPlHC3uT9k2+oNLpKlW1Kc3lTMBAApkFnzlUs\/M8ZzKmQAASdnlXrnUVUuiPj1xGV42ALAC7+TU\/6IRl0tTrahPbypnAgAkZZd75VLPzrKnciYAQFJ2uVcuddWSqE9PXIaXDQCswDt5eLn7OP+rBgDwXna5Vy717Cx7KmcCACRll3vlUlctifr0xGV42QDACryTh5e7j\/O\/agAA72WXe+VSz86yp3ImAEBSdrlXLnXVkqhPT1yGlw0ArMA7eXi5+zj\/qwYA8F52uVcu9ewseypnAgAkZZd75VJXLYn69MRleNkAwAq8k4eXu4\/zv2oAAO9ll3vlUs\/OsqdyJgBAUna5Vy511ZKoT09chpcNgN\/lPfiH\/3wK9Y+WdWu2Czy4XJpqRX16UzkTAFxGtET1t52\/dii3Xup\/1UQ9elM5EwAsr2V56js7HzuMekYztaZyZtWSqE9PXIaXDYB706KLluCnbNvxwSUOoX7RLK3ZBn5wuTTVivr0pnImAFhKdlHqvLjcdG6Xntnl0rKz7KmcCQCWULUgFdUSl55OvaI5WlM5q2pJ1KcnLsPLBsA9aKFFyy6TbUs+uMVU6hPN0Jpt0AeXS1OtqE9vKmcCgFNULcR3UX1xu2ncJv2ycbm07Cx7KmcCgMNVLcNvUR9x22nUI+rfmsoZVUuiPj1xGV42AK5HyytabLOybcsHt59C9aPerdkGfHC5NNWK+vSmciYAOETVAuyN+u48SimXTr9sXC4tO8ueypkA4BBVC3A06i8ep5TqRj1bUzmXaknUpycuw8sGwHVoaUUL7chsm\/PBI5VRzahfa7ahHlwuTbWiPr2pnAkApqpafBXRLOLRSrhk+mXjcmnZWfZUzgQAU2lhSbTMzojHKX\/ZRL1aUzmPaknUpycuw8sGwDVoYUXL7KxsG\/TB46WpVtSnNdswDy6XplpRn95UzgQAU1UtvspoJvGIKS6Vftm4XFp2lj2VMwHAVFWLrzqaSzxmiupEPVpTNYeolkR9euIyvGwArM\/7aumXjXjcITof1W\/NNsCDy6WpVtSnN5UzAcBUVYtvVjSfeNxuPp5+2bhcWnaWPZUzAcBUVYtvZjSjeORuOhvVbU2m9yvVkqhPT1yGlw2A9XlfDS8+H5\/+snKbocWqc1HN1myNH1wuTbWiPr2pnAkApsosPp3dRZ9Xxm26l6uPpV82LpeWnWVP5UwAMFV28en8Lvq8Mm4z9LKJ6rVmpOc7qiVRn564DC8bAOvzvhpefDpbUac1btO1YPX9qFZrtoYPLpemWlGf3lTOBABTZRafzspeR6LvVcZtmpesv55+2bhcWnaWPZUzAcBU2cX3vPD03yX6XmXcZuPWH+l7UZ3WtPZpoVoS9emJy\/CyAbA+76vhxefjh79sFLf6umz1neh8a7YmDy6XplpRn95UzgQAU2UX3+vC0z9L9N3quNXHheuvlN4xIzvLnsqZANyEFkMLf\/0w6hktstZEM+tvEn2\/Om719WUTnW3Nt\/o9VEuiPj1xGV42wC\/zHthEiyKKv\/4Xl5vGbYYXn48v\/bLRZ9G51mzFH1wuTbWiPr2pnAnAReiHL9FSGInLbdxiCtWP+rfm3Xz6u0RnquNW0+bQeZdLy86yp3ImAIurWhzvovriduVUO+rbmk+z6TOJzlXHrd6+bKIzrXlXd4RqSdSnJy7Dywa4M\/3IowUwI9tGMbcv47LDd\/HxpV82\/vO0O\/ZSrahPbypnArCQqiUxEvUWj1JGNaN+rfk2kz6X6Gx13Cp82UTfb01Uc1R2lj2VMwFYQNVyyEZziMcqoXpRr9a0zKPvSHS+Om7110z65+i7rXmtl5GdZY\/qiMsCuCr9kKMf+ZnZtsuDR0xzueF7+vjSLxv\/4\/Q7tnCpspeNywK4oqplMCOaTTxqmmpFfVrTOou+J1GN6rjVXy+b6Hutea6VlZ1lT+VMAA5UtQRmR3OKx05RnahHa3rm0Hd3Ua3KuM02m\/4z+k5r9joVsrPsqZwJwEGqFsBR0bzi8Ye5zPDdfbxrDh857GWzi77TEh8vWewulbq7zrscgCvI\/ujPTNXCyT6DkTl0RqJ6lXGbTfR5a3Teo6dlZqmcA8ABMj\/4FaL5xdcZphpR\/daMzqBzEtWsjNtc\/kVTOQOAA4z+2FeL7iG+1hCXGH4ePr78yyb6e2u2IR88dopLNc+j7\/oogKvo+ZFfIRWLKPtMMjPorER1V4pm9Mhprfet7AngIK0\/8CtFdxJfcYjOR7VbU9FfotqrRPN53LRvd63sBeBA337cV052Mem8RLVb4uO3ftl4vJIXgEv9c1f9zV8BcDXRj3pG1OdZ9J0Zcbv0oo9qtybbX1RjF\/U4O5rLo6Ztl3ziPwO4Iv2Io6VRkW1DmNv94T\/\/JapRFdV36yHZ+bL9n6mWRH3OjGbyiADwH7OW1cjC0ZldVDMblx5ehD4+PJuP3\/pl45F42QD4Dy2EaFlkUrFkVEOi+tmortsMyc6V7f9K9STqdVY0j8cD8Muql1P1clE9iXpl4rLDs+psVLc1md7vqKZE\/c6IZvFoAH5Z5WKatVhUV6KemaimW3TbBnqI6rbEx2\/9stEcHgvAr6paSEcsFPWQqP9oXDL1sonqtibT+xPVlajnkfEYvGyAX6UFEC2H3hy5SKpmfk5m\/uw8md7fqLZEfY+MZvBIAH5NxRI6eomon0SzjEb1XL7bNsxDVLclPj79ZSNR\/yOi3h4HwC+pWDxnLRD1lWimkbhc6mUT1W1Npncr9ZCo\/8yop0cA8GuyS+fsBZKd\/zWZ+2RnyfTuoT4SzTAr6uf2AH5JxbI5e4Gov0SzjUS1XLrbNshDVLclPn7Ll416uTWAX5JdNKssj+w9nqNa4tLddDaq25pM717qJdEclVEPtwTwSyoWzCoLRHNINONIVMulu2XnyPQeoX4SzVIR1XYrAL8mu1xWWyDZ+zwnczedlahuS3z8Fi8b1XQLAL8os1hWXCCaSaJ5e+NSqZdNVLc1md6j1HMXzdQT1XBZAL8qu0xWXSTZez0nc8fsHJneWeot0VzfonMuA+DXjS6SPasulOy9npO5o85KVLclPn6Zl42+66MA8B89S+Q1Ky8VzSbR3L1RHZcdkp0j2z9L\/XfRfIo\/5iUD4G9aDNHSaM3qiyV7vz2qIy7bTWejuq3J9K6kOSL+GAD+pSURLbbWrL5kNJ9Es\/dGdVy22zbEQ1S3JT7OQgdwPVpe0WJrzRWWX\/aOe7J3zc6R7Q8Ap8gsv6ssvswdn5O9b3aObH8AP0rLo4W\/Xkp1o4XWmllzVcvec0\/2vjovUe2W+DgvGwDfeV80Lxx\/vXzBqGbUrzUzZppBc0p0h56ohksOy85RMQOAG8ssmRkLJjOPMmOmWbJ3VVRDXHKIzke1W5PtD+CGtBgkWho9cZnSJaN6Ua\/WVM8zU\/aue7J3zs6h8+JyAH6ZlkG0KDKpXjDZGavnmSl71z3ZO+u8RLVbo\/MuB+BXZRfJu6iuuE2aakV9WlM5y2yaVaJ79EQ1XHJYdo6KGQBcVHaBtKRyyWTnrZzlCNn7KhV3zs6h8+JyAH6FfvjRUqhO5YLJzlw5yxGy91Uq7qwaEtVvjc67HIC7yy6M3qifuH2K6kQ9WlM1x1Gy91Wq7pydpWoOAIvLLovRVC2Z7PxVcxwle1+l6s7ZWXReXA7AHelHHi2AI1K1YLJ30HlxueVp1ugePam6r+pI1KM1Ou9yAO4muyCyqVowFfeomuUImlWie7RG510ubaVZACwkuxwqUrVgKu5SNctRsneuvG\/FLOJyAO5AP+roB390qpZLxX2qZjlK9s6V91Utifq0RuddDsDVZRdCS9TjG49TQvWiOXpSPdNs2TtX33e1eQCcJLsM3kV1d251KPWN5urJNvyDSy5Ps0b3aE31XTPzVM8C4ESZZRBllQVRda9V7tMie+fqu6qeRL0+RWdcAsDVjSyBd1ltOVTdbbV7fZK984y79s40YwYAJ+ldAO+y6mLQXBLN3BOXucTy05zRHVoy6449M82aAcBJehbAu6y+GCruqKx+T8neddYdVVeinnv0ub8O4C6+\/fC\/5SqLIXvPPVe4b\/auM+\/4braZPQGc7N0PvzVXWRDZe+5RHXHZJWm+aPbWzLyfar\/yRwDuSD\/yaNG05kpLInvX56x+7+xdV78fgAvJLKSrLSPNK9FdeqM6LrukzD1XvxuAi\/m1hZS573NUR1x2KZormrk1q94LwAVlFtJVl1Hmzq9Z9Rlk77jqvQBcUGYhXXUZZe78mlWfQeaOq94JwEX94kLS3BLdqTcutdRz0DzRrK1Z7T4ALi6zlK68kDL3fs1Kz6HiXivdB8DFZZfSlRdS9u7PUS1x6VNpjmjG1qxyDwA38ctLSbNLdK+RqJZLn6biPivcA8CNZBfT1ZdS9v7PUS1x6VOofzRba86eH8ANVSwmcbnL0ezRvUazPYwHlz+U+kYz9eSs2QHc2K8vJ80u0b1Go3ouf5iKO5wxN4AfULWgxCUvR7NH9xrN9jAeXH469Yrm6M2RMwP4IZVLSlz2UjR3dKdMtofx4BbTqEfUvzdHzArgR1UtKkW1di4\/xCXe8tfKuOzlXjaqHfXtzcwZAWDKknXJIVG95\/hrf\/FVUlQn6pfNNuCD25RQvajXaKrnA4B\/VC+uI6PZn\/lK3Xx8+ZeN6kQ9RlM1FwB8VL28zorusfPVuuhcVLci21APbtXFR8tnU023AIC5ZiyxM6P7iK\/XzMemv2zELT\/S96I6FWmdAQBKzFxoZ0V3El+xmc5E9SqzDfZFdK4qqu\/rAsAxts32EC2lK8fX6lqqPnK7Z7FHd\/NVAeBYd12uupf4mk30\/ajWHdL7LACgjBaQRMvp6vHVmhesv36rZ6H7+HoAcJ67Ldfn9C7aOz2L3rsDwDR3Wq6v0d3EV\/3KX7\/889AdfCUAON+2WR+ihXWH6G6+apPtYTxEta4Qze6rAMA6ts36EC2uq8dX+4mXjWb2FQBgPVdcrK0ZWcBXeh4j9wOwCP2AP\/HXbsFX4n\/VmI8s\/zw0o0cGcAXbZrHoR\/0cf+0Pl7g0X+W2Lxtfs9n2MB6iemdHc3lMAFeQXSY6v3PJy\/I1bvey0Z18xS7bw3iIap4VzePxAKxs2x4P0Q95NC65cZtL8hU20T2vGN3F1+u2PQiLah8V9fdIAFZ2xLJQD3HLy\/I1NtE9rxRfI\/XvxCUOfxbq6REArOzoBaF+4vaX5qtsorteJZrfVxq2PYSHqH5l3IYXDHAF+rFGP+Qjsm2KB49yeb7OYaJnmolq+iop23AW9clENd0GwBXMWAS90QzikdDIj20TPdeRqJbLl9iGexL1\/BYf3bgsgCvQjzb6UZ8Vlsg4PTuJnmtvVMdly21DdvJRAFeiH2+0YM7OtlUePCY6+fGl\/92qhksCQJ+KJTQ7LLmcin\/H\/DsAMKRiAR0RzSkeG538+FL\/rnXe5QDgu+zSOSMsupzsv3OeP4Am2WVzZjS7+CropGcXPdfW8OwBfJRdMquEZTcu+38DPHsAb2UXzEph2Y3L\/t8Bzx7AP7KLZcXoTuIrooOeW\/RMW8IzB\/CXzELpjXp9Ep3JRnV9VXTI\/PvgmQP4I7NMetKyePSdXVRjNKrnFuiQ+ffAMwfwR2aZtGRk4eiMRPVGoloujQ6Zfwc8cwCbzCL5luyiqZxNtcSl0UDPK3qWLeFZA\/gjs0w+pWLRqIZE9UeiWi6NBplnz7MG8EdmmUSpXjCqJ1Gv3qiOy+KL7DPnWQP4I7tQ9sxcLFeY8W4yz5znDOAvmYXynJnLRbUl6tsT1XBJfJB91jxnAH\/JLpU9s5dLxZyzZ7yD7HPmGQP4hxaDREujJy4zbcmodtS3JzPnuwOeMYBpKhaMMnPJVMw4c76r4\/kCCOmHLf7HYaoRLY7eVMzyjmpL1Lc1Ou9ysOwzfQ7PF7iR5+Wg\/y7+aIhLlPx\/tOKy5VQ76tuambNdTfZZvoZnC9zEu+VQ8SN\/V7s3FbO8k51x5mxXkX2GUXiuwA18Ww76XPz1ITof1e5Ndo5PsjPOnG1lurdEzyQb1XUbAFfVuiCyP3idl6h2T1xmyvJR3ahna2bNdRTNH\/HH4efRc6iMerg9gKvpXRL6vvj4EJ2PavcmO8c72flmzXWEd3fX3yX6bHbU1+MBuJLM0sj+8DO9n5Od453sfLPmmi177xm56rMEflrFMsn++HVeoto9cZnyRaSaUb+WzJjnKJl7z8iVnyXws6oWieqIyw7R+ah2b7JzRDKzzZjnKJl7V+fKzxH4STMWSHYRVM2UneNVdq7qeY6UvXtVrvwMgZ8zc3Fkl4HOS1S7Jy5TtphUK+rTkso5zpC5e0Wu\/vyAn3LEwqhYClVzVsyyy8xUOccZNL9Ed5sd9fUYAFZ31KKoWAxVs1bMItl5quY4U\/YZjOQOzw34CUcuiKrFoDoS9eiJy6Rm0vmodmuy\/VeRfQ49ucszA27v6ouhav7sbNk5sv1XoXtIdMeqqL7bAVjZ7GXwmlnLoeoemfmyM2R6ryj7PD7lbs8KuK2Zi+A1sxeD6kvUuycu0z2rzkT1ejLSd2W6j0R3HYnL8YIBrkA\/1uiHPCNHLoaqe\/XOXNG3t+dV8GyAH1Pxo2\/NGcuh6n6ts1f1U1p7Xo3uJdGd38VHNi4DYHX6wUY\/6Fk5a0Gor0Qz9UQ1XPKtij57Wvpdme7XykcAXIl+vNFym5EVFkXFfVVDXPIv+nt0ZjTv+gDA8qoX4qestCyr7v16p6q6z3ntAQCXMGMhvsuKi1IzSTRvT1TDJXnJAMBuxkJ8l5UXZcVzUA2JPquIantcALiOmYtxzxUW5BHPIZMrPEMA+Mfs5Xql5ahZJbrHmdFMHhEArmfWYr3qcpz1PEZz1ecIAH\/MWKxXXo4znsdorvwcAeCPysV6h8VY+TwyucOzBICNFppEy64nquGSl7Y9jIfojkdEvT0KANxHxWJVDXHJS9M9ojvOzl2eHwD8o2qx3mVRVj2P1tzluQHAW1p0Ei3BnqiGS17a9jAeojtWR33cFgDWs21D85+GqUa0CHuyDfLgkpeme0R3rMpdnhOAm3pdgvpn8cdDdP655miyc6yi6nm85i7PB8BNfVp+2QX2qXZPsnP0mtVPdSW642hUz+UBYD3flp4+F3+9m4+nF6vLTF+o6vHcT\/xRGdV8vd9IZswGAGV6ll12ofX0+pTsHN9Ec87oGfUZyYzZACBtZMllF9pIzyjZOd75NJ8+E3+1hEumn4nL8LIBsAYtpGhZtWTbZg8u1c3Hl1usqhX1eU1lz11r72+ZMRsAdKtYatmFVjGDkp1Demep6Pmqd4Z3mTEbADSrWmZKdqFVzXLGHDojLlHCJdPPxGV42QA4lhZPtJQyyS4znZeodk9cpnsWnYnqtWak5zfZmfbMmA0AQlWLK0rFMquar2eWM3q2Wnk2APhH1dJ6l4plVjVjyyxVvfa09OylmhL164nL8LIBMIcWTLR8qlOxyFRDovo9cZm38+iz6FwmW8MHtyijmlG\/3syYDcCPq1pQLalcYlVzRzNV1X6XqGdW1cwzZgPwo6oWU2uqF1jV\/M9zVdX8lOd+lVRXop49cRleNgBytEiiJTMjs5aW6krUsycuc\/nnIVX3mDkjgJurWkQtOWJZHXmfbK70PI6YFcDNVC2glhy5pI6812iOfh4SzdETl+FlA+A7LYtokczK0ctJ\/SSaZYVoNo96mKrnccbsAC6mauG05MyldOQ9W3OH53HmHQAsrmrRtGSFZXTkfb9llech0Xw9cRleNgD+S0shWhgzstIC0iwSzXlU1N\/jLKHqeax2LwAnqlosLVlx+Rx5\/9fc+XmseDcAJ6haKt+y8tI56hk8Z\/XnIdHcPXEZXjbAL9MSiBZEZa6waDSjRPNXR33cdmlVz+Mq9wUwSdUyiXK1BTPzWSi\/+jyudm8AxaqWyWuuuFxmPQvlqs9Dovv0xGV42QC\/yL\/\/0uWqei5\/OdvDeIjuNRrVc\/lLqnoeV38OABJYJH\/jefyN5wEgjUXyN57H33QPie7YE5fhZQP8Iv34o8XQm7ssEd1Dojv2xGV4+T7lLs8DQCf9+CVaDD1xGRbrU3ge\/81dngWAQRWLRLnLMuF5\/E33kOiOLdFZlwLwqzJL5Dl3WSi6h0R37InL\/PTL9y73B5CkZSDRouiJy\/z0Yn3NLz+Pu9wdQJGRRRLlyOWiXuJ\/LKW60f16M2u+o+keEt3xNfqejwHAf7UukW85asns8+o\/xX8u47LpZ+Iypy1et\/\/Dfx6i89Edn5PtAeDGtCAkWh49cZlpy0a1j+qpmq+9RjJjtm+i2bNzRDX3ZGsD+BGfFklPZiydb7Od0bM1M2b75N3c+rv4a918\/E9t\/yMvGADttDSeF9NoKpdP60z6nvhYCZdMPxOXmb6Q1SPq\/5zsHDov\/kcA6OMdssxiVY2o\/rtU9HzVO8O7zJht1zPjzDkAoEnP0vqUzEIbnSHT853RWV6zymw6Iy4BAMfTEooWVG9Gllm2t86Ly5VwyfQzcZmy2VQr6tOSyjkAoJuWkEQLqicu07TQ9L2oxkhae\/aomq9itopZKuYAgJSKZaa0LLSqXntaevaqmjEzW9UMimqJSwO4M\/\/eP\/JXD6W+0YLqzaf5q3q85lPPUaopUb+euEzXfPp+VCub3jkAXIR+3Lvox\/8af\/UvLjWVW01ZrPrn6LtVee1XpWrunvmqekbpmQPA4vSDlujH3huX2rj8NOoRzdCbfdaqet+y96tWNX\/LfFW9PqVlDgAL049Yoh94RVx+45blVDvq3ZttyIfos+qoj8cvt13iIerbE5cJ59TfozPVedcfwAUctSj2qN\/OI5Rx2UPvMxrN6bGnqnoer\/NW1W3Ja28AF3Hkooii\/uJxyqhm1G+VzLjzJ1XP43nuqpotee4L4CKOXBLfoll2Hi9NtaJeK6Tynq3UU6J5euIyvGAAvHfkkuiNZhOPmuJSS91V83i8U6z2PD7l7GcFYMBVlozmFI+dojpRj6NTdZ+sVZ7Hp6zyrAB0uMJyeU3Vsjn77lX3qKJ5JJp1hWg2jwrgKlZeKp+iucXXGOYypzwD9fUYSznreXzKqs8KwAcrLpPe6A7iKw1Tjaj+rFTMPNPRz+NTVn9WAAIrLZGK6D7i6w3R+ah2dbJzHkVzSnSHo6L+HgfAVZy9OGYmu5R0XqLaFVFtt7qMmc\/jW674vICfd+bSOCK6n\/i6Q3Q+qp1Ndq6zzHoen3LVZwX8tDOWxVnJLqnqZ5Wd52yaX6K7VUd93BbAVRy1IFaK7ix+BN18PP3cXOYWi1P3iO5Ylbs8J+CnzF4M76K+30TnquNWqZdNVLc3mRlWUvU8otzlGQE\/ZeZSiKJ+4vYf+aubqFZl1MNtu1XNl5lhJbqHRHccjeq5PICrqF4En6Je4tbdfHwT1a+Iartdt22wh6huT1zmNi+b6I69ucvzAH5O1RL4luoloXoS9crGpVMvm6hubzIzrCT7PO7yHICflF0ALZm5JFR7F\/XORDXdplvVPJkZVqJ7SHTHb9E5lwFwRaM\/\/tYctSTUR6IZRuOSQ\/P7aHoel7nNyya647vc5d7AT+v94ffkjCUx4z6Ze1TNk5lhJa3P4y73BfDQ+sPvyZlLQr0lmms0qufy3apmycyQpd7P\/OchLvH2megzfxXAXWy\/+ofoR98b1XHZU20XeohmHInLDd3NR9OzuMzhz1c9q+dwifK6ABamH\/jzj34k25Z4cMnTaZZoztFk7lY1S2aGXp9mrphDNXb+E4A70489Wii9WWlpaBaJ5hyJarl0t6o5MjO0aplV3xEfAYDvtDSihdKb1ZaP5pFo1t641ND9fDQ9h8tMecaqG\/V8l1lzALgpLQ2JFkpPXGa5l00060gyd6uaIzPDOyOzzZgDwM2NLJsoqy0gzSPRrL1RHZfttsIMrzIz6ay4FAB8p6URLZTerLh8Ku8mLtvFR9NzuEzqGet8VLs32TkALEo\/7mf+c5rLLbEIq2meaNaRZO5WNcfoDFX994zOAWBR0ZLQ38RfSVOt1x4jqZypguaRaNbeqI7LdjtzhqrezxmZA8CCvi2Iyh\/7t16tqZypygp301mJ6vbEZZrm0PeiGhVpnQHAoloXROWPXbUk6tMTl1lqCXmkkru55JCKGZRvc1T1+ZRvMwBYWM+S0HfFR9NUK+rTm8qZqlTcTTXEJbvpbFS3N+9mqKrfknczAFjcyKKo\/MGP9I9SOVOVFe6msxLV7YnL\/DWH\/jn67oy89gZwEaOLovJHr1oS9emJyyy1jDRPNGtvsveqnqOqXkv2ngAuKLMsdFZcKk21oj69qZypguaRaNaeqIZLDqmYQamq0xL18vgAriq7NCoXQXaWPZUzVam4W\/ZeOi9R7dWiOT02gKvLLp7KhaBaEvXpicsstag0TzRrTyruVDHH7FTcE8BCsotH58Xl0lQr6tObypkqVNyr4k4Vc8xKxf0ALEg\/bol++K3ReZdLy86yp3KmCppHollbo\/MuN2wb4iGqf1Y0j8cDcFfZxVO5KFRLoj49cZnlXjbRrK3ZLvTgcsNUI6p\/dCruAuAisotH58Xl0lQr6tObypkqVNyr4k4Vc2RTcQ8AF6IfvUQLoTU673Jp2Vn2VM5UoeJeFXdSDYnqz476egwAvya7eCoXiGpJ1KcnLrPMYtMs0Zw9qbpPxSw9qZobwIVlF4\/Oi8ulqVbUpzeVM2VV3KnqPhWztKRqXgA3oIUg0bJojc67XFp2lj2VM2Vl71R5F9WSqE9VVN\/tAOA\/souncrGolkR9euIySyw8zRHN2Jrqe2TneZfqOQHcSHbx6Ly4XJpqRX16UzlTRvY+1ffIzvOa6vkA3JAWhURLpDU673Jp2Vn2VM6Ukb1P9T1UT6JePVENlwSA77KLp3LpqJZEfXriMqcvQ80QzdeaGXdYcSYAN1exeMTl0lQr6tObyplGZe8y4w6jM82YBcCP0AKRaLm0RuddLi07y57KmUZl7zLjDqopUb8o+q6PAriS7Zce8MeHU+9oybSmcnbVkqhPT1zm1CWp\/tFsrZk1f8tcs3oDmOzTD1yfib96KPWNZmrNNviDy6WpVtSnN5Uz9creYebsqi1RX0Wf+asArmD7RT9EP+jX+KuH\/8jddpnFmJ1lT+VMvbJ3mD276stzP\/HHAK5CP9zn5dGS7dduLnMI9YvmaU3lvKolUZ+euMwpy1N9o5lac8Tc6iH+RwBXoh9vtDx6sm2AB5ecTr2iOVqzDfvgcmmqFfXpTeVMPbLznzU3gMVll8trVE9cfiq3WmY5ZmfZUzlTq+zsZ8wMYHHZxfIpqi1uNZX6RDO0pnJO1ZKoT09UwyUPk537jJkBLCy7VFqiHuKW06hH1L8125APLpemWlGfnmwDPbjkdOoVzdGaI2cFcAHZpdIT9RK3nsItllmU2Vn2VM70TXbmI2cFsLjsQhmJeopHmEL1o96tqZxPtSTq0xPVcMmprjQrgMVVLJTRqPfO45RS3ahva7bBHlwuTbWiPj3ZBnpwyWnUI+rfmiNmBHAR2YVSEc0gHqmMyy6zMLOz7KmcKVIx5+wZAVxIxVKpiOYQj1VGNaN+ramcSbUk6tMT1XDJcqvPB+CCKhZLVTSLeLQSqhf1as020IPLpalW1Kcn20APLllGNaN+vZkxG4ALq1ouVdE84vHSXC79snG5tOwseypnklXnAnADVQumMppJPGKaakV9WlM9i0R9eqIaLplWMY9SOROAG9FykGhxnBmPVbK4VCfq0ZptkAeXS1OtqE9PtoEeXHKYakT1R1IxD4Cbqlw2ldFc4jGHuUz6ZeNyadlZ9mRnqppDyc4C4OYqF051NNvO4w7R+ah+a7L9n6mWRH16ohou2a2i\/57MHAB+hBaFREtklXjE0xbr1vzB5dJUK+rTk22gB5dsou9HtUbT2x\/AD8suoOz5lqiHeOQuPpq+o8ulZWfZ0zNTVc\/n9PQH8OOyS0jnJfqsMm4z\/LKJarZmtG9EtSTq0xPVcMm3KvpEaekNAH9oaUi0UFri45vo88q4TfeS05moXmu2pg8ul6ZaUZ+ebAM9uORf9PfoTEXe9QSAjzKLSWefRd+pjNt0LTsfSb9sXC4tO8ueaKaq2lGifgDQJLuc9gWk\/5ToO5Vxm+6XTVSrNb39PlEtifr0RDVccuoLRnnuBQDdtEQkWjAt8fGlXzb6blSnNVuzB5dLU62oT0+2gR6izyqjHh4bAMZlF9bzMtJ\/l+h7lXGbjVu\/5a+V3TErO8sRqbwvAJS+aET\/LNF3q+NWTS+b6HxrWnq0Ui2J+qwQzeZRAaDGtvUeoqXTEh9f+mWjz6OzrdkaPLhcmmpFfc5O5R0B4C\/ZxRctKP1Nou9Xx63eLkl\/XH7HUdlZqlN5NwAH0w945z8tSfNFC6g17+6nv0t0pjpu9fFlE51rzafavVRLoj5HR3N4LABXsW2Qh9cfs\/gry\/F4w4vPx5d+2ejv0ZnWbIUfXC5NtaI+R6byPgAO8G1x6HPx15ej2aK5W\/PpbvpMonPVcat\/ZvGfp92xV3aWTCrvAeAAPQtj5R94zz2ifLubPpfobHXcKnzZRN9vTVRzlGpJ1GdW1M\/tAVxF76LQ98XHl+LRhhefjy\/9svGfpt6xh2pFfWakcm4AB8gsCJ0Vl1qK5opmbk3LvfQdic5Xx63+edlE323Na72M7CwtqZwXwAGqFoPqiMsuQzNF87am9U76nkQ1quNWf+bSf4++15rnWlmqJVGfbFTXbQBcRfVCUD1x+SV4pOF7+njXy0aiWpVxm20u\/9dD7thCtaI+o6mcDcBBqhfBc1ZcCtn79t5J35eoVmXc5s\/LJvpOa\/Y6FbKzPKdyLgAHqVwCUVRf3G4JmieatTUj99EZiepVxm020eet0XmPnrYN8xD1aY3OuxyAK8n++FujPuK2p\/M4w3f38Vu\/bHy89GUT9fmWyhkAHGz0hz8a9RO3P51mieZszehddE6impVxm1PuGOmdpbI3gJP0\/vArstLyyN4\/cxedlajuStGMHjltu\/BD1Oc1+p6PAbiy1h99ZdRTPMKpPMrwM\/DxW79sPGLpyybqs6eyF4AFfPvRz4r6isc4leaIZmxN9h46L1HtVaL5PG7adtmHmT0ALCT6wR8V9RaPchrNEM3Xmoo7qMYu6nF2NJdHLbFd9In\/DOCO9COPFstR2bbMg8c5hUcYfg4+XnIHl1ruZeOxeCEA6KflES2WI7PCAss+h8o7qJZEfc6MZvKIANBuhYWmGcQjnUL9o9laUz2\/6knU66xoHo8HAO1WWWaaQzzW4dx++Fn4+K1fNh6Hlw2APloc0VI5I9sWe\/Boh1PvaK7WzJhdNSXqd0Y0i0cDgDajS0znJPosE5c9ZZmpbzRTa2bNrboS9Tw6msNjAUCb0QWmcxJ9lo3qerxDbRd6iGZqiY\/f+mWjGTwSALQZXV46t4s+z8RlT3vZRDO1Zubcqr2Leh8R9fY4ANBmdGntC0f\/KdF3MnHZw5eaekbztOaImdVDov6zo74eAwDajC6s54Wj\/y7R9zJx2UMXm1sO38XHb\/uyUU+PAABtRpfV68IZrfMtqitucwj1i2ZpzVHzqo9EM8yK+rk9ALQZXVSvC0f\/LNF3s1FdtzlE9h5HzqteEs1RHfVxWwBoN7qkoqWjv0n0\/Uxc9jLL28dv9bJRfbcDgD6jC+rd4tHfJTqTicseuryjOVpz5KyifhLNko3qug0A9BtdTp+Wjz6T6FwmLnvI0lOfaIbWHDXnM\/WUaJ6RqJZLA8C40cX0bQmN1v0W1RW3mcZthu\/g46e9bCSaqzU675IAkDO6kL4tIn0u0dlsVNdtpsrOf9ScEfWWaK5P0RmXAHBF2y\/f\/KfTaZZo4XxLyx30HYnOZ+Ky05+hekT9W3PEjJ+ov0SzvUbf8zEAV7H9wp+8\/qh3\/vppNMPzbK1pnV3fk6hGJi479fm5xfDsPr7Ey0bezeivAljd9ku26AcdxV8\/fRFFs31Lz9yjPb5FdcVtplD9qHdrZs\/XSnO88kcAVqcfbLRgWnP2D350\/p659V2J6mSjum4zRXbu2fMBuLHsAtqjOuKyh1PvaK5v6Z1Z35eoViYuO+35ufzw3D7OywZAOy2NaKFkcuYiGr3PyMw6I1G9TFx26ssm6tuambMBuJHssvmUMxfR6L1GZx7t9y2qK25TSnWjnq2ZNReAG8kumm9RfXG7Q6lvNNO3jM6rcxLVzMaly5+jyw7P7OO8bAD8S8shWhwzctYiGr1jZl6dlahuNqrrNqWy886aC8CFZRdLb85aRKP3zM6r8xLVzsRly5+lakb9WjNjJgAXll0qI1FP8QiHUc9onm+pmHW097eorrhNCZccntfHedkAOOcls+eMRaSeEs3zKTrjEsO2xg9R\/WxcuvxlE\/VqTfU8AC4ou0iyOWsRjdy7albVkahHNi5d9kxVK+rTmspZAFxQdolU5KxFNHL3yllVS6I+2aiu26RtQz5EfVri47xsgF+kH3+0GI7MmQto5P7V86qeRL0ycdnSl03UpzWVswC4iOzi+BTVbuVxTqH+0fyfsg394BIlVC\/qlc026IPbpKhO1KM1VXMAuIjs0oiimuIWl6B5o7t8S\/U9VU+iXtm4dHpelxme0cd52QC\/QD\/2aBGM5srLY\/RZVN95dI7WqL643TDViOq3pmIGABeQXRZ77rA0Rp9F1d1H+4+kYubsvBUzAFhcdlHsucvCGH0e2fuP9s1EPcUjDNH5qHZrsv0BXACL4m+jz2P0OYz2q4r6i8fp5uPDd9BZlwJwR5kFodxxSYw+k5FnMdqrOppDPFY3nY3qfkumJ4CLGF0Qyl2XxOgz6Xkeoz1mpmf+VyP3yfQDcBEjy2HPnZfE6HNpeSajtY+IZhOP2sVHm++m7\/oogDvrWQyvufOiGH0un57JaM2joznFY3fRuajma0brA7iY1qUQ5e6LYvTZvHsuo\/XOiuYVj99MZ6J6e0ZqAriwb0vhU+6+MEafzetzGa2zQjS7+CpNfOSfO+tv\/gqAXxIthNbcfXGMPpv9uYyeH8nMXqq9PZAOOvPMfwbwi7QEouXSkrsvkNFnM3puJOq1zyrRd7JxaV4WAPppeUSLpTV3Xz7Z5zMz0bPX3yT6fjYuzcsGQB8tjmiptObuiyf7fGbl03OfObNqi1sBwHdaGtFCac3dl072+VSn5XnrOxKdr4hquxUAfJddSHdfOtnnU5Xe56zvS1QrG9V1GwD4LruMdF5c7nZ0t+jeRyXzbHVWorqZqKZbAMB3FYvozoun4vmMpuK5zpi\/Yi4AP6RiEamGuOSt6F7RnWem8lmqlkR9RqJaLg0AbaqWkOqIy96G7hTdd0ZmPT\/Vlahna3Te5QCgT3YBPUe1nrlFMx9r4iPTqVd018occR\/1kKj\/t+icywBAv9Hl8y2q2yOq8S4+8hdfp5xqRzNUZebsr3rvcuRsAG5My0SiRXOV+AobX6uMakY9s5kx6zfqKdE8z9F3fAQAarQsnytE99j5ammqFfUaTeVsI9RfotkUfeavAkCdT4vnitF9xNdLUZ2oR2+q5qmgWeR5NvHHAFBPS+Z5Kd4h2+Z88BWHqUZUvycVc1TTTOJ\/BIC5vHN42QR0PqrdkmxvALiVzEJdObqX+JrddDaq25JMXwC4ncxCXT26m\/iqXXQuqtmS0Z4AcEtaihItzDtEd\/NVu2SeyWhPALitzFJdPbqb+KrNdCaq15KRfgBwa1qMEi3NO0R381WbZZ7HSD8AuD0tR4kW59Xjq3Utf30\/qtWS3l4A8DMyy3X19C7\/zLPo7QUAP0MLUqLlefXoXr5mk8xz6O0FAD9FS1KiBXrl+FrNLwB9N6rTkp4+APCTtCglWqJXju7kK36VuX9PHwD4WVqWu2iZXjG6i6\/3VebePX0A4Odpae6ipXql6A6+1leZ+\/b0AQCYlucuWq5XiMdvegnoe1GNlrT2AAAEtESPFC3yTFTTV\/ko07u1BwDgZFrYu2ihj0S1XP6jTM\/WHgCARWhxS7TUe6M6LvtRpl9rDwDAQjKL\/zmtL4FMv9YeAICFaHlLtNh7ohou+VGmV2sPAMBiMst\/T+tLINOrtQcAYDFa4BIt99bovMt9lOnT2gMAsKDMC0BpfQlk+rT2AAAsKPMCUFpfAqN9WusDABY1+gJQel4CI3166gMAFjXyAtjT8yLo7dNTGwCwsN4XwHN6XgatfXpqAgAuoPUFEKXnpdDSp6ceAOACWpb\/p\/S8GPRdydYBAFzIu8XfkpGXw2u\/kRoAgAt5Xfw9GXlJ6MzOfwIA3JWWffQCaQkvCgDAR5mXjMKLBgDwVvYlo\/CiAQCEeMkAAKapeMkovGgAAP\/gJQMAmIaXDABgiqoXzB5eNACATfULRuElAwA\/TC+BXfSSyEZ13QoAcHXb26JD9GKojHp4NADAlR3x0ugNLxkAuBFeNACAqVZ60fCCAYAbWuVFw0sGAG5qhRcNLxkAuLGzXzS8ZADg5rToJXoJzI76egwAwJ0d\/aLhBQMAP+bIFw0vGQD4QVr+Er0YqqL6bgcA+EWzXjS8YAAAm+oXDS8YAMBf9GKQ6KXRGpfgBQMAiPk90fyy8dc3LgEAwGd+b3zlrwMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAlfzP\/\/x\/7xXDiVlReu8AAAAASUVORK5CYII=\" alt=\"\" width=\"409\" height=\"520\" \/><\/span><span style=\"height: 0pt; display: block; position: absolute; z-index: -65536;\"><img decoding=\"async\" style=\"margin: 0 0 0 auto; display: block;\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtgAAAAECAYAAAC0sEh4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAA1SURBVGhD7daxDQAwDMMw\/\/902wOyFPAWEtAPynMkAQAATdN0S5L2BQAAFE3TLf0EAAD0JBczVNRIHIxVQwAAAABJRU5ErkJggg==\" alt=\"\" width=\"728\" height=\"4\" \/><\/span><span style=\"font-size: 11pt; color: #1e04b8;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/span><strong><u><span style=\"font-family: 'Times New Roman';\">Magnetic Effect of Current<\/span><\/u><\/strong><span style=\"font-size: 12pt; color: #1e04b8;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<\/span><\/p>\n<\/div>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">1. Electromagnetism<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The branch of physics which deals with the study of\u00a0<\/span><\/em><em><u><span style=\"font-family: 'Times New Roman';\">magnetism due to electricity<\/span><\/u><\/em><em><span style=\"font-family: 'Times New Roman';\">\u00a0is called electromagnetism<\/span><\/em><span style=\"font-family: 'Times New Roman';\">. The relationship between electricity&amp; Magnetism was firstly given by Oersted which is as below<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">2. Oersted experiments:-<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><img decoding=\"async\" style=\"float: left;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"273\" height=\"142\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As shown in fig, Oersted found a relation between current &amp; magnetism, when a magnetic niddle is placed parallel to direction of flow of current then the niddle suffer a deflection, when the direction of flow of current is reversed then the deflection is also reverses, the direction of deflection can be given by Ampere\u2019s swimming rule.\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">3. Ampere\u2019s swimming rule:-<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/jpeg;base64,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\" alt=\"F:\\unit 3\\New folder\\New folder\\38.jpg\" width=\"222\" height=\"151\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to this rule, if we assume that a man is swimming in direction of flow of current, such that current is flowing from his feet to head then the north pole of niddle will deflect towards his left hand.<\/span><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question1: Why does a compass needle get deflected when brought near a bar magnet?<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 15.95pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">Answer: Magnetic compass needle and bar magnet both have magnetic field. When they brought near to each other, these magnetic fields interact each other giving deflection in needle.<\/span><\/h1>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">4. Magnetic field:-<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The space around a magnet or a current carrying conductor in which its magnetic effect can be experienced is called magnetic field<\/span><\/em><span style=\"font-family: 'Times New Roman';\">. It is a vector quantity &amp; denoted by<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"17\" height=\"25\" \/><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">So<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0<\/span><span style=\"font-family: 'Times New Roman';\">F<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>m<\/sub><\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/sub><\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>=<\/sub><\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">q<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAAYCAYAAAAlBadpAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAD6SURBVDhP7ZGtioZAFIZtIga7UYtgty8YvQeDdyDsFVhMmw1arN6BYDGLQUw2sQoiKBjUd9ejCxv2G9mv7bIPzM97mAfmzHB4kn3f3\/7lH\/AX5WVZEEURxnG8KsC2bUiSBEVRPJZ934fjOJBlGRx3HhmGAYqiwHVdqj2Uq6qi1TAMiKJI+2maaO26DjzP3\/esqips277SSZ7nME3zXhYEAWEYXunEsizUdc2Wj+sdvZVleVWApmlIPmDKWZaR3LYt5XVdoWka5nmmzJSDICC573vKuq7TbT5hymmakux5HiRJoq\/6yu2DxXFMfX7HrcziN8sf0+tzY395B9BAPyfvJUylAAAAAElFTkSuQmCC\" alt=\"\" width=\"15\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0B Sin\u03b8<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Unit of magnetic field B:<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">SI unit of B is\u00a0<\/span><u><span style=\"font-family: 'Times New Roman';\">Tesla or Weber\/metre<\/span><\/u><u><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>2<\/sup><\/span><\/u><\/p>\n<h1 style=\"margin-top: 4.45pt; margin-left: 6pt; margin-bottom: 0pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Cambria;\">5.\u00a0<\/span><u><span style=\"font-family: Cambria;\">Properties of Magnetic Field:<\/span><\/u><\/h1>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 3.55pt; margin-right: 8.75pt; margin-left: 19.52pt; line-height: 130%; widows: 0; orphans: 0; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: Cambria;\">The<\/span><span style=\"font-family: Cambria; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">magnitude;<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">of<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">magnetic<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">field<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">increases<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">with<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">increase<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">in<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">electric<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">current<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">and decreases with decrease in electric<\/span><span style=\"font-family: Cambria; letter-spacing: -1.05pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">current.<\/span><\/li>\n<li style=\"margin-right: 8.75pt; margin-left: 19.52pt; line-height: 130%; widows: 0; orphans: 0; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: Cambria;\">The magnitude of magnetic field; produced by electric current; decreases with increase<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">in<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">distance<\/span><span style=\"font-family: Cambria; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">and<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">vice-versa.<\/span><span style=\"font-family: Cambria; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">The<\/span><span style=\"font-family: Cambria; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">size<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">of<\/span><span style=\"font-family: Cambria; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">concentric<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">circles<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">of<\/span><span style=\"font-family: Cambria; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">magnetic<\/span><span style=\"font-family: Cambria; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">field lines<\/span><span style=\"font-family: Cambria; letter-spacing: -0.95pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">increases<\/span><span style=\"font-family: Cambria; letter-spacing: -0.95pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">with<\/span><span style=\"font-family: Cambria; letter-spacing: -0.95pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">distance<\/span><span style=\"font-family: Cambria; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">from<\/span><span style=\"font-family: Cambria; letter-spacing: -0.95pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">the<\/span><span style=\"font-family: Cambria; letter-spacing: -0.95pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">conductor,<\/span><span style=\"font-family: Cambria; letter-spacing: -0.95pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">which<\/span><span style=\"font-family: Cambria; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">shows<\/span><span style=\"font-family: Cambria; letter-spacing: -0.95pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">that<\/span><span style=\"font-family: Cambria; letter-spacing: -0.95pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">magnetic<\/span><span style=\"font-family: Cambria; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">field decreases with<\/span><span style=\"font-family: Cambria; letter-spacing: -0.45pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">distance.<\/span><\/li>\n<li style=\"margin-right: 176.95pt; margin-left: 19.52pt; line-height: 130%; widows: 0; orphans: 0; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: Cambria;\">Magnetic<\/span><span style=\"font-family: Cambria; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">field<\/span><span style=\"font-family: Cambria; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">lines<\/span><span style=\"font-family: Cambria; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">are<\/span><span style=\"font-family: Cambria; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">always<\/span><span style=\"font-family: Cambria; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">parallel<\/span><span style=\"font-family: Cambria; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">to<\/span><span style=\"font-family: Cambria; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">each<\/span><span style=\"font-family: Cambria; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: Cambria;\">other.\u00a0<\/span><\/li>\n<\/ul>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-right: 176.95pt; margin-left: 29.44pt; line-height: 130%; widows: 0; orphans: 0; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"line-height: 130%; font-family: Cambria; font-size: 12pt;\">No two field lines cross each<\/span><span style=\"line-height: 130%; font-family: Cambria; font-size: 12pt; letter-spacing: -1.9pt;\">\u00a0<\/span><span style=\"line-height: 130%; font-family: Cambria; font-size: 12pt;\">other<\/span><span style=\"font-family: Cambria;\">.<\/span><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">6 Magnets and Magnetism :-<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">An iron ore [<\/span><strong><em><span style=\"font-family: 'Times New Roman';\">black iron oxide<\/span><\/em><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0(Fe<\/span><\/strong><strong><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>3<\/sub><\/span><\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABcAAAAYCAYAAAARfGZ1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAHVSURBVEhL7ZRNq2lRHMa3lyhKKV\/AN5BEEhMZmRn4ACZiIulkYmqsKJ\/AhAxMGXiZyJSUkYEIUUoZeXvOXf+79tp7n+Ncp3PPmdzur1ZZz7PWb6+9t7aEH+S\/\/CH\/mHy1WiGRSCAQCMDtdiMcDqNUKvH287yTZ7NZGI1GSJKEbreLzWaDeDxOc4\/Hw1d9Do28UCiQhI3xeMxT4Hq9irzf7\/P0OUI+m82EIJVK8VRB7kKhEE+eI+R+v18IlsslTxW+LD+dTmKz1+ulQs10OhV9JpPh6XNIPp\/PxeZ0Ok2Fmnw+L\/p2u81TLaPRCM1mk89+Q3IWypsbjQYVamw2G3Umkwnn85mnCrvdDhaLhdaooVmxWBTyyWRChcx2u4Ver6fO5XLxVIvT6fxYPhwOhXyxWFAhEwwGKdfpdHShtySTSbRaLTgcjsfy4\/Eo5OrHwjYxKcur1SpPFer1OqLRKG6328dyRqfTodJqtaJSqSASicBgMFA2GAz4KoX1eg2z2Yz9fk\/zP8oZ7AS9Xg\/lchm1Wg2HwwH3+523Wnw+H90VO4B8CDbYb5YztJf6C56e\/KtcLhfY7XaSs7+lzLfIc7kcYrEYDfYFlfm2x\/II6dcLe\/mZcX95BRxhdggeNPGFAAAAAElFTkSuQmCC\" alt=\"\" width=\"23\" height=\"24\" \/><strong><span style=\"font-family: 'Times New Roman';\">)]<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0also called\u00a0<\/span><strong><em><span style=\"font-family: 'Times New Roman';\">magnetite<\/span><\/em><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0having the property of attraction of small piece of iron, nickel, cobalt etc is called a magnet &amp; its property of attraction is called magnetism.<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">7 Artificial magnets:-<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The natural magnet is weak in strength. So some artificial magnets are formed by the help of iron &amp; some other magnetic materials. These may be of different shapes as<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 24.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><u>Bar magnet:<\/u> &#8211; A magnet in the shape of bar.<\/li>\n<li style=\"margin-left: 24.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><u>Magnetic needle: &#8211;<\/u> It is a needle made of magnetic material can rotate at its center.<\/li>\n<li style=\"margin-left: 24.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><u>Horse shoe magnet: &#8211;\u00a0<\/u>A magnet having shape like shores shoe.<\/li>\n<li style=\"margin-left: 24.5pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><u>Ball ended magnet: &#8211;<\/u> A thin bar whose ends are circular.<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">8<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">Basic properties of magnet<\/span><\/u><\/strong><u><span style=\"font-family: 'Times New Roman';\">:-<\/span><\/u><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 24.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><em>Attractive property: &#8211;<\/em> Magnet attracts small piece of iron nickel, etc.<\/li>\n<li style=\"margin-left: 24.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><em>Directive property:<\/em> &#8211; Magnets rest in North south direction when suspended freely.<\/li>\n<li style=\"margin-left: 24.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><em>Magnetic poles always exist in pairs;<\/em> a single North or South Pole may not exist.<\/li>\n<li style=\"margin-left: 24.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">Like pole repel each other &amp; unlike pole attract each other.<\/li>\n<li style=\"margin-left: 24.5pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><em>Magnetic induction:-<\/em>A magnetic substance becomes magnetized when placed near to a magnet this property is called magnetic induction.<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">9<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">Some basic definitions connected with magnetism:-<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/jpeg;base64,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\" alt=\"F:\\unit 3\\New folder\\New folder\\16.jpg\" width=\"193\" height=\"123\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li>Magnetic field: &#8211; The space around a magnet in which its magnetic effect can be experienced is called its magnetic field.<\/li>\n<li style=\"margin-left: 24.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">Magnetic poles: &#8211; The region in a magnet where magnetic force is maximum is called magnetic poles.<\/li>\n<li style=\"margin-left: 24.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0Magnetic axis: &#8211; The line passes through the poles of a magnet is called magnetic axis.<\/li>\n<li style=\"margin-left: 24.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">Magnetic equator: &#8211; The line passes through the Centre of magnet &amp; perpendicular to magnet axis is called magnetic equator.<\/li>\n<li style=\"margin-left: 24.5pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">Magnetic length: &#8211; The distance between the two poles of a magnet is called magnetic length.<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">10 Magnetic dipoles &amp; magnetic dipole moment<\/span><\/u><\/strong><u><span style=\"font-family: 'Times New Roman';\">:-<\/span><\/u><strong><u><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0m.imp<\/sup><\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><u><span style=\"font-family: 'Times New Roman';\">Magnetic dipoles<\/span><\/u><span style=\"font-family: 'Times New Roman';\">: &#8211;\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">An arrangement of two equal &amp; opposite poles separated by a small distance is called magnetic dipole.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><u><span style=\"font-family: 'Times New Roman';\">Magnetic dipole moment:-<\/span><\/u><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/jpeg;base64,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\" alt=\"F:\\unit 3\\New folder\\New folder\\17.jpg\" width=\"254\" height=\"71\" \/><span style=\"font-family: 'Times New Roman';\">The product of either pole of a magnetic dipole &amp; the distance between the poles is called magnetic dipole moment represented by m .It is a vector quantity having direction from South to North.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">I.e.\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"119\" height=\"25\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">S.I unit:<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Ampere metre<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>2<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">11 Magnetic field lines:-<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The path along which a hypothetical unit north pole moves gives the magnetic lines of forces. The tangent drawn at any point of the line gives the direction of magnetic field at that point.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><u><span style=\"font-family: 'Times New Roman';\">Properties:-<\/span><\/u><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 33.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">The magnetic lines of forces move from South to north inside the magnet &amp; North to south outside the magnet.<\/li>\n<li style=\"margin-left: 33.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">Magnetic lines of forces do not intersect each other.<\/li>\n<li style=\"margin-left: 33.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">The starts &amp; end normally to the surface.<\/li>\n<li style=\"margin-left: 33.5pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">Closer the magnetic lines of forces, stronger are the magnetic field.<\/li>\n<li style=\"margin-left: 33.5pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\">Electrostatic field lines originate at a positive charge and terminate at a negative charge or fade at infinity. Magnetic field lines always form closed loops.<\/li>\n<\/ol>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question 2: Why don\u2019t two magnetic lines of force intersect each other?<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 15.95pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">Answer: No two field-lines are found to cross each other. If they did, it would mean that at the point of intersection, the compass needle would point towards two directions, which is not possible<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">.<\/span><\/h1>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">12 Classification of magnetic materials:-\u00a0<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">There may be three types of magnetic materials\u00a0<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 33.5pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><u>Diamagnetic substances:-\u00a0<\/u><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Those substances which are feebly (weakly) repelled by external magnetic field are called diamagnetic substance. E.g. -&gt; Hg, H<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>2<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">O, Av, Cu, Diamond, Zn, Quartz, Antimony, Bismuth, Air, H, N<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>2<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">, All inert gasses etc.<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 33.5pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><u>Paramagnetic Substances:-<\/u><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Those substances which are feebly attracted by external magnetic field are called paramagnetic substances. E,g:-Al, Cr, Mn, Li, Mg, Na, K, O<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>2<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">, etc.<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"3\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 33.5pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt;\"><u>Ferromagnetic substances:-<\/u><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Those substances which are strongly attracted by the external magnetic field are called ferromagnetic substances e.g.<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Fe, Ni, Co, etc.<\/span><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"height: 0pt; margin-top: -6pt; display: block; position: absolute; z-index: -1;\"><img loading=\"lazy\" decoding=\"async\" style=\"margin: 0 0 0 auto; display: block;\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAOCAYAAAAbvf3sAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAbSURBVChTY\/hPIhjVQAwY1UAMAGmoIB7\/rwAAgUKXKwGlUlsAAAAASUVORK5CYII=\" alt=\"\" width=\"12\" height=\"14\" \/><\/span><span style=\"font-family: 'Times New Roman';\">Question 3: Draw magnetic field lines around a bar magnet.<\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">\u00a0<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/jpeg;base64,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\" alt=\"\" width=\"262\" height=\"137\" \/><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">Answer: The magnetic field line around a bar magnet is from north to south outside the magnet and from south to north inside the bar magnet. Magnetic field line forms close loop around a magnet.<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><\/h1>\n<h1 style=\"margin-top: 0pt; margin-bottom: 0pt; page-break-inside: avoid; page-break-after: avoid; line-height: normal; font-size: 14pt;\"><u><span style=\"font-family: 'Times New Roman';\">13 Magnetic<\/span><\/u><u><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><\/u><u><span style=\"font-family: 'Times New Roman';\">Field<\/span><\/u><u><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><\/u><u><span style=\"font-family: 'Times New Roman';\">due<\/span><\/u><u><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><\/u><u><span style=\"font-family: 'Times New Roman';\">to<\/span><\/u><u><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><\/u><u><span style=\"font-family: 'Times New Roman';\">Current<\/span><\/u><u><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><\/u><u><span style=\"font-family: 'Times New Roman';\">through<\/span><\/u><u><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><\/u><u><span style=\"font-family: 'Times New Roman';\">a<\/span><\/u><u><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><\/u><u><span style=\"font-family: 'Times New Roman';\">Straight<\/span><\/u><u><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><\/u><u><span style=\"font-family: 'Times New Roman';\">Conductor<\/span><\/u><\/h1>\n<p style=\"margin: 0.55pt 15.75pt 0pt 6pt; text-align: justify; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin: 0.55pt 15.75pt 0pt 6pt; text-align: justify; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Let<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">a<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">current<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">carrying<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">conductor<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">be<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">suspended<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">vertically<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">and<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">electric<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">current<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">is<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">flowing from<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">south<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">to<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">north.<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">In<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">this<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">case,<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">direction<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">magnetic<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">field<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">will<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">be<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">anticlockwise.<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">If<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the current<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">is<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">flowing<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">from<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">north<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">to<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">south,<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">direction<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">magnetic<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">field<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">will<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">be<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">clockwise.<\/span><\/p>\n<p style=\"margin: 11.85pt 8.75pt 0pt 6pt; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/jpeg;base64,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\" alt=\"\" width=\"236\" height=\"186\" \/><\/p>\n<p style=\"margin: 11.85pt 8.75pt 0pt 6pt; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin: 11.85pt 8.75pt 0pt 6pt; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin: 11.85pt 8.75pt 0pt 6pt; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin: 11.85pt 8.75pt 0pt 6pt; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 11.85pt; margin-right: 8.75pt; margin-bottom: 0pt; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">A<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">current<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">carrying<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">straight<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">conductor<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">has<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">magnetic<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">field<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">in<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">form<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">concentric<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">circles; around<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">it.<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.95pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Magnetic<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">field<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">current<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">carrying<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">straight<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">conductor<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.95pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">can<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">be<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">shown<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">by<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">magnetic field<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.25pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">lines.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: 14.05pt; widows: 0; orphans: 0;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">Magnitude of magnetic force depends upon three<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.25pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">factors:<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: 14.05pt; widows: 0; orphans: 0;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">(1)<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACwAAAAYCAYAAACBbx+6AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAJ\/SURBVFhH7ZY\/SGpxFMf9RxAkgjiVtoiggxjS6BK1SApCDiKNLq5Ci7OTU5S0tKiDY4FbLS4mSIQOLiaI+CcVUVER0cjT+x2P9l7P6y14Pp4PP3Dgnu\/vd37ne+\/93Z8KYMVYG142a8PL5v8yHI1GwWg0cobP56OZy6HVasHh4eGsX7lc5n\/Ce3t7IBAIoFQqQbVaxUilUqjd3NzQrOURiUSwVyKRwJzXsEajAaVSSdkHbJGXlxfKvke73QaLxQK7u7ukcOP1erHX6+sr5ryG2WS\/30\/ZB+PxmK7mIxQKsZbFwcEBqQD5fH6ms+BDr9fjvGm\/hRWxWAwnPz8\/kzJ5RYPBgLL5HB8fw87ODjSbTXh6eoKtrS04PT3Fp7S9vQ0ul4tm8qNQKMBqtVLGY9jtds8M12o1eHx8BKlUSqPciEQiuppQqVRgc3MTzGYzGAwGeHt7o5HFsJ6s\/\/39PSk8hk0mExawD2\/68alUKhrlhm2Hz5yfn2N9JpMhhZ9gMIg19XqdFB7DMpkMTk5OKAM8FTweD2XczDPsdDqx+XdOFvZGWM3PW5DTcDabxcm3t7ekAHS7XWg0GpRxIxaLIZlMUgYQDodxL4ZCIZDL5V9ag6HVakGtVlM2gdPw5eUlGs7lcqR8nUAgABKJBGw2GxwdHeE6d3d3OLa\/vw86ne6XG5pHv9\/HNT6fUJyGHQ4HNur1eqR8j6urK6xne5\/90EzpdDr4HbAxFlxMT6iHhwdSJsytYHe3sbGBBaPRiNQ\/B1uzWCxCoVAg5Xfsdjv2T6fTpEyYa\/j6+houLi4w2Ov928Tj8Vl\/tjWHwyGNLNgS\/yprw8tm9Qz\/+Bd0tjoxPnsHrBQ7v83hYkMAAAAASUVORK5CYII=\" alt=\"\" width=\"44\" height=\"24\" \/><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0(current I flowing in the rod)<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: 14.05pt; widows: 0; orphans: 0;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">(2)\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"45\" height=\"24\" \/><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0(Strength of magnetic field B)<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: 14.05pt; widows: 0; orphans: 0;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">(3)\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"39\" height=\"24\" \/><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0(Length of the rod l)\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: 14.05pt; widows: 0; orphans: 0;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">Where\u00a0<\/span><em><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">K\u00a0<\/span><\/em><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">is a constant and its value in SI unit is 1.<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: 14.05pt; widows: 0; orphans: 0;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">So,<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0\u00a0<\/span><em><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">F\u00a0<\/span><\/em><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">=<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.1pt;\">\u00a0<\/span><em><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">IBl<\/span><\/em><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question 4: When is the force experienced by a current\u2013carrying conductor placed in a magnetic field largest?<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 15.95pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">Answer: The<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal; letter-spacing: -0.45pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">force<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal; letter-spacing: -0.5pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">experienced<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal; letter-spacing: -0.3pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">by<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal; letter-spacing: -0.55pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">a<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal; letter-spacing: -0.45pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">current-carrying<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal; letter-spacing: -0.4pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">conductor<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal; letter-spacing: -0.55pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">placed<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal; letter-spacing: -0.35pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">in<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal; letter-spacing: -0.5pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">a<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal; letter-spacing: -0.45pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">magnetic<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal; letter-spacing: -0.35pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">field is largest when the current-carrying conductor is placed in a direction perpendicular to that of magnetic field<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">.<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question5: Which of the following correctly describes the magnetic field near a long straight wire?<\/span><\/h1>\n<ol class=\"awlist1\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"a\">\n<li style=\"margin-top: 6pt; margin-left: 31.1pt; margin-bottom: 6pt; text-indent: -19.15pt; line-height: 15.95pt; widows: 0; orphans: 0; font-family: 'Times New Roman'; font-size: 14pt;\"><span style=\"font-size: 12pt;\">The field consists of straight lines perpendicular to the<\/span><span style=\"font-size: 12pt; letter-spacing: -0.5pt;\">\u00a0<\/span><span style=\"font-size: 12pt;\">wire.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 31.95pt; margin-bottom: 6pt; text-indent: -20pt; line-height: normal; widows: 0; orphans: 0; font-family: 'Times New Roman'; font-size: 14pt;\"><span style=\"width: 3.68pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0<\/span><span style=\"font-size: 12pt;\">The field consists of straight lines parallel to the<\/span><span style=\"font-size: 12pt; letter-spacing: -0.15pt;\">\u00a0<\/span><span style=\"font-size: 12pt;\">wire.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 31.1pt; margin-bottom: 6pt; text-indent: -19.15pt; line-height: normal; widows: 0; orphans: 0; font-family: 'Times New Roman'; font-size: 14pt;\"><span style=\"width: 3.61pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0<\/span><span style=\"font-size: 12pt;\">The field consists of radial lines originating from the<\/span><span style=\"font-size: 12pt; letter-spacing: -0.5pt;\">\u00a0<\/span><span style=\"font-size: 12pt;\">wire.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 31.95pt; margin-bottom: 6pt; text-indent: -20pt; line-height: normal; widows: 0; orphans: 0; font-family: 'Times New Roman'; font-size: 14pt;\"><span style=\"width: 3.68pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0<\/span><span style=\"font-size: 12pt;\">The field consists of concentric circles centered on the<\/span><span style=\"font-size: 12pt; letter-spacing: -0.45pt;\">\u00a0<\/span><span style=\"font-size: 12pt;\">wire.<\/span><\/li>\n<\/ol>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 15.95pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">Answer: (d) The field consists of concentric circles centered on the wire.<\/span><\/h1>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: 107%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">On applying right-hand thumb rule, we find the direction of magnetic field. The field is in the form of concentric circles centered on the wire carrying current.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">Hence, the option (d) is correct<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 29.44pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">A current carrying rod experiences a force when placed between two poles of strong magnets. The direction of force exerted on the rod is related with the direction of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.15pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">current.<\/span><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"201\" height=\"169\" \/><strong><u><span style=\"font-family: 'Times New Roman';\">14 Right hand rule or right hand screw rules:-<\/span><\/u><\/strong><strong><u><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0<\/sup><\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to right hand rule if we curl the finger of our right hand from\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0to\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAZCAYAAAABmx\/yAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAGASURBVDhP3ZO7isJAFIZjY2erpaCNzyB5AVPZqoUvIAqCRUq1SyVYBgQtBDvfQcRKEEEQxMZGS0W8oMi\/nOPJWePusrrl\/jCQ+eZ8M8wlBv6Yl8VCoYD9fi+9N8ROp4NIJILdbsd9FtfrNfL5\/K8tHo\/DsqxP8ZVUq1Wk02npvSG2Wi35uudl8Tk+MZVKIRaLfWnJZBLNZhPX61Uqn8TFYgHDMLhVKhXcbjfMZjNlgUDAf6pexuOxFk0mE6FAr9dTPhqNmPlEx3G0YLvdCgXa7bZympziEzOZjBZ4+zmfz7xPYolEQrlPpJdBBdFoFPV6HbVajaVgMIhyucyTeFFxs9noasViEa7r8qVTnyYcDodSeY+Kg8FAxel0KhS8MrFQKITD4SD0QfzpYLrdrvL5fC70QaRLpsFwOCzkHtu2VVytVkJFPB6POpjL5XiAcjqdlNOregyL\/X5fC0qlEh8E\/X8eM00Tl8uFBS8sZrPZb1uj0cByueTC5+ge383\/F4EP41F+wLuBakoAAAAASUVORK5CYII=\" alt=\"\" width=\"14\" height=\"25\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0then thumb will give the direction of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"25\" \/><strong><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>m<\/sub><\/span><\/strong><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>.<\/sub><\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>\u00a0<\/sub><\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>\u00a0<\/sub><\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>\u00a0<\/sub><\/span><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><u><span style=\"font-family: 'Times New Roman';\">15 State Fleming\u2019s Left-Hand Rule.<\/span><\/u><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"270\" height=\"230\" \/><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">Answer 1: According to Fleming\u2019s left-hand rule, stretch the thumb, forefinger and middle finger of your left hand such that they are mutually perpendicular. If the first finger points in the direction of magnetic field and the second finger in the direction of current, then the thumb will point in the direction of motion or the force acting on the conductor.<\/span><\/h1>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">16 The direction of magnet field due to circular coil:-<\/span><\/u><\/strong><strong><u><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0m.imp<\/sup><\/span><\/u><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/jpeg;base64,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\" alt=\"\" width=\"234\" height=\"205\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As we can see the magnetic lies Form Close loop at the end of the circular coil &amp; become straight line at the center of the loop. The direction of these magnetic lies can be given by Right hand rule.<\/span><\/p>\n<h1 style=\"margin-top: 0pt; margin-bottom: 0pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question 6: Consider a circular loop of wire lying in the plane of the table. Let the current pass through the loop clockwise. Apply the right-hand rule to find out the direction of the magnetic field inside and outside the loop.<\/span><\/h1>\n<h1 style=\"margin-top: 0pt; margin-bottom: 0pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">Answer: The magnetic field lines have been shown in Figure given below. As per right- hand rule, we find that inside the loop, the magnetic field lines are directed perpendicular to the plane of paper in the inward direction. Outside the loop magnetic field lines are directed out of the plane of paper.<\/span><\/h1>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 28.52pt; margin-bottom: 6pt; line-height: 14.05pt; widows: 0; orphans: 0; padding-left: 7.48pt; font-family: serif; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">The magnitude of the field lines produced by a circular loop at its centre<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.15pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">is directly proportional to the amount of current<\/span><\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">17<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0<\/span><strong><u><span style=\"font-family: 'Times New Roman';\">Right hand rule:-<\/span><\/u><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Suppose the current is flowing through a circular conductor, if we imagine the fingers of the right hand curling in the direction of current, then the thumb will point in the direction of magnetic field.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">18<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">Clock rule:-<\/span><\/u><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/jpeg;base64,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\" alt=\"F:\\unit 3\\New folder\\New folder\\29.jpg\" width=\"188\" height=\"142\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to clock rule if current moves in anti clock wise direction, the upper face of loop or coil is behave as north pole &amp; when current moves in clock wise direction, then upper face behave as south pole.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">19<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">Solenoid:-<\/span><\/u><\/strong><strong><u><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0m.imp<\/sup><\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"167\" height=\"77\" \/><em><span style=\"font-family: 'Times New Roman';\">Solenoid means an insulated copper wire wounded closely in the form of a helix. The length of the solenoid is very large as compared to its diameter<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Calculation of magnetic field inside a long straight solenoid:-<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">If N is the number of turns in the length<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAsAAAAYCAYAAAAs7gcTAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADTSURBVDhP3dCxCYRAEAXQ5bjAYgy0AhswswkzTa4I+xDBHsTITMHQyNREA0EEFfHLDnOZDobHDSzL\/zyWYRWez\/vvcFEUdMqy1PEeb9uGLMuglEIQBLqSX+77nnDTNDrKOI5jwuM46ihj13UJ7\/uuo4xN04TneZwEvK4rvZqmKTcC\/v5E27bcCDgMQ8LzPHMjYMdxYNs2J5p7bBgGoijiRHONu66jFfI8pzxNk76u8TAMhH3fh2VZqKpK1\/dr1HWNJEmwLAs3Ar6Yn8HHcXyeHACvEwWUwiHvBd98AAAAAElFTkSuQmCC\" alt=\"\" width=\"11\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">then total current through the loop equal to\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"21\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">.\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The magnetic field due to a solenoid is\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">B =\u00a0<\/span><\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"42\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Where n is the number of turns per unit length.<\/span><\/p>\n<p style=\"margin: 0pt 8.75pt 0pt 46pt; line-height: 130%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"height: 0pt; display: block; position: absolute; z-index: 11;\"><img loading=\"lazy\" decoding=\"async\" style=\"margin: 0 0 0 auto; display: block;\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAcAAAAHCAYAAADEUlfTAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAmSURBVBhXYyAW\/EfDcIAuAcNggE0ChMEAmwQIgwFOCWSAJMHAAAAzJRzk3nqubQAAAABJRU5ErkJggg==\" alt=\"\" width=\"7\" height=\"7\" \/><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0Using<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.15pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">R.H.<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.15pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Thumb<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.15pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Rule,<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.1pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">we<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.15pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">can<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.15pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">draw<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.15pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.1pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">pattern<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.15pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.15pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">magnetic<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.1pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">field<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.15pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">lines<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.1pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">around<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -1.15pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">a current carrying<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.5pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">\u2018Solenoid\u2019.<\/span><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0pt 8.75pt 0pt 46pt; line-height: 130%; widows: 0; orphans: 0; font-size: 12pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"373\" height=\"131\" \/><\/p>\n<p style=\"margin: 0pt 8.75pt 0pt 46pt; line-height: 130%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin: 0pt 8.75pt 0pt 46pt; line-height: 130%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin: 0pt 8.75pt 0pt 46pt; line-height: 130%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin: 0pt 8.75pt 0pt 46pt; line-height: 130%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin: 0pt 8.75pt 0pt 46pt; line-height: 130%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin: 0pt 8.75pt 0pt 46pt; line-height: 130%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0pt 8.75pt 0pt 46pt; line-height: 130%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"height: 0pt; display: block; position: absolute; z-index: 12;\"><img loading=\"lazy\" decoding=\"async\" style=\"margin: 0 0 0 auto; display: block;\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAcAAAAHCAYAAADEUlfTAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAmSURBVBhXYyAW\/EfDcIAuAcNggE0ChMEAmwQIgwFOCWSAJMHAAAAzJRzk3nqubQAAAABJRU5ErkJggg==\" alt=\"\" width=\"7\" height=\"7\" \/><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 One<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">end<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">solenoid<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">behaves<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">as<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">a<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">magnetic<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">north<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">pole, while<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">other<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">end<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">behaves as the South<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Pole.<\/span><\/p>\n<p style=\"margin: 0pt 8.75pt 0pt 46pt; line-height: 130%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"height: 0pt; display: block; position: absolute; z-index: 13;\"><img loading=\"lazy\" decoding=\"async\" style=\"margin: 0 0 0 auto; display: block;\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAcAAAAHCAYAAADEUlfTAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAmSURBVBhXYyAW\/EfDcIAuAcNggE0ChMEAmwQIgwFOCWSAJMHAAAAzJRzk3nqubQAAAABJRU5ErkJggg==\" alt=\"\" width=\"7\" height=\"7\" \/><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0The<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">filed<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">lines<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">inside<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">solenoid<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">are<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">in<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">form<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">parallel<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">straight<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">lines,<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">that<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">implies that<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">magnetic<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.6pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">field<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.6pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">inside<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.6pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">solenoid<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.6pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">is<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">same<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.6pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">at<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.6pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">all<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">points<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.6pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">i.e.<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Field<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.6pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">is<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">uniform.<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 14.55pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; padding-left: 8.45pt; font-family: serif; font-size: 10pt; color: #202020;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; color: #000000;\">The strength of the magnetic field produced by a current carrying a<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.8pt; color: #000000;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; color: #000000;\">solenoid<\/span>\n<ol style=\"margin-right: 0pt; margin-left: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 26.06pt; margin-bottom: 6pt; padding-left: 6.59pt; font-family: Cambria; font-size: 12pt; letter-spacing: -0.1pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: normal; color: #000000;\">is directly proportional to the number of turns in the<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.35pt; color: #000000;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: normal; color: #000000;\">solenoid<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 26.06pt; margin-bottom: 6pt; line-height: 14pt; padding-left: 6.59pt; font-family: Cambria; font-size: 12pt; letter-spacing: -0.1pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: normal; color: #000000;\">is directly proportional to the strength of the current in the<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.45pt; color: #000000;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: normal; color: #000000;\">solenoid<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 26.06pt; margin-bottom: 6pt; line-height: 14pt; padding-left: 3.94pt; font-family: Cambria; font-size: 12pt; letter-spacing: -0.1pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: normal; color: #000000;\">depends upon the nature of the core<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.2pt; color: #000000;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: normal; color: #000000;\">material.<\/span><\/li>\n<\/ol>\n<\/li>\n<\/ul>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: 14pt; widows: 0; orphans: 0;\"><strong><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">20\u00a0<\/span><\/strong><strong><u><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">Electromagnet<\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.5pt;\">:<\/span><\/u><\/strong><u><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.1pt;\">\u00a0<\/span><\/u><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: 14pt; widows: 0; orphans: 0;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">Strong<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.05pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">magnetic<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.1pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">field<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.1pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">inside<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.1pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">the<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.05pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">solenoid<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.1pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">can<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.1pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">be<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.1pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">used<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.05pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">to<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.1pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">magnetize<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -1.1pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">a magnetic<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">material<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">for<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">example<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">soft<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">iron,<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">when<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">it<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">is<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">placed<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">inside<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">the<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">coil.<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">The<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">magnet<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">so formed is called electromagnet. It is a temporary<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: -2.05pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">magnet.<\/span><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question 7 :How does a solenoid behave like a magnet? Can you determine\u00a0<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: 0.1pt;\">the\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">north and south<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">poles<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.95pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">a<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">current\u2013carrying<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">solenoid<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">with<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">help<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.95pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">a<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">bar<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">magnet?<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Explain.<\/span><\/h1>\n<p style=\"margin-top: 6pt; margin-right: 11.65pt; margin-bottom: 6pt; text-align: justify; line-height: 108%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: 'Times New Roman';\">When current is passed through a solenoid coil, magnetic field produced due to each turn of solenoid coil is in the same direction. As a resu1t, the resultant magnetic field becomes very strong and uniform. The field lines inside the solenoid<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.4pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">are<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.5pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">in<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.45pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.5pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">form<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.55pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.5pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">parallel<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.45pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">straight<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.35pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">lines<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.4pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">along<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.45pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.5pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">axis<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.45pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.55pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">solenoid.<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.55pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Thus, the solenoid behaves like a bar magnet. One end of solenoid behaves as a magnetic North pole while the other end behaves as the South<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.55pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Pole.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/jpeg;base64,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\" alt=\"\" width=\"306\" height=\"114\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">21 Toroid or Toroidal Solenoid:-<\/span><\/u><\/strong><strong><u><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>\u00a0m.imp<\/sup><\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignleft\" style=\"float: right;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"135\" height=\"128\" \/><em><span style=\"font-family: 'Times New Roman';\">A solenoid bent into the form of a closed ring is called a Toroidal solenoid.<\/span><\/em><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question 8: List three sources of magnetic fields.<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 15.95pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">Answer: Three methods of producing magnetic field are as follows:<\/span><\/h1>\n<p style=\"margin: 6pt 11.8pt 6pt 27pt; text-indent: -18pt; line-height: 108%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: Wingdings; font-size: 14pt; color: #6600ff;\">\uf0d8<\/span><span style=\"width: 6.88pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Magnetic field can be produced by placing a permanent bar magnet or a horse-shoe magnet at the place, where magnetic field is<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.6pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">required.<\/span><\/p>\n<p style=\"margin: 6pt 11.8pt 6pt 27pt; text-indent: -18pt; line-height: 108%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: Wingdings; font-size: 14pt; color: #6600ff;\">\uf0d8<\/span><span style=\"width: 6.88pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Magnetic<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.4pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">field<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.35pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">is<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.4pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">produced<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.35pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">around<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.4pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">a<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.45pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">current-carrying<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.35pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">straight<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.4pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">conductor<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.4pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">or a current carrying circular<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.05pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">coil.<\/span><\/p>\n<p style=\"margin: 6pt 11.8pt 6pt 27pt; text-indent: -18pt; line-height: 107%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: Wingdings; font-size: 14pt; color: #6600ff;\">\uf0d8<\/span><span style=\"width: 6.88pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">A very good method to produce magnetic field is due to flow of current in a<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.05pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">solenoid.<\/span><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><em><u><span style=\"font-family: 'Times New Roman';\">22 Electromagnetic Inductions:\u00a0<\/span><\/u><\/em><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">The phenomenon of production of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"39\" height=\"24\" \/><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">\u00a0due to a change magnetic flux linked with a circuit is called electromagnetic induction. The generators and transformers are based on the principle of electromagnetic induction.\u00a0<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question 9 : Explain different ways to induce current in a coil.<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 15.95pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">Answer: Different ways to induce current in a coil are as given below:<\/span><\/h1>\n<p style=\"margin: 6pt 11.7pt 6pt 25.1pt; text-indent: -18pt; text-align: justify; line-height: 108%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: Wingdings; font-size: 14pt; color: #6600ff;\">\uf0d8<\/span><span style=\"width: 6.88pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">If a magnetic field is changed around a coil then an induced current is set up in the coil. It can be done by taking a bar magnet and bringing it closer to the coil or taking it away from the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.75pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">coil.<\/span><\/p>\n<p style=\"margin: 6pt 11.75pt 6pt 25.1pt; text-indent: -18pt; text-align: justify; line-height: 108%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: Wingdings; font-size: 14pt; color: #6600ff;\">\uf0d8<\/span><span style=\"width: 6.88pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">If a coil is moved in a magnetic field, then again an induced current is set up in the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.2pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">coil.<\/span><\/p>\n<p style=\"margin: 6pt 11.7pt 6pt 25.1pt; text-indent: -18pt; text-align: justify; line-height: 108%; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: Wingdings; font-size: 14pt; color: #6600ff;\">\uf0d8<\/span><span style=\"width: 6.88pt; font: 7pt 'Times New Roman'; display: inline-block;\">\u00a0\u00a0\u00a0\u00a0\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">If a coil is rotated in a uniform magnetic field, it may also produce an induced current in the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.2pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">coil.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-right: 11.7pt; margin-bottom: 6pt; text-align: justify; line-height: 108%; widows: 0; orphans: 0; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/jpeg;base64,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\" alt=\"\" width=\"333\" height=\"174\" \/><\/p>\n<p style=\"margin-top: 6pt; margin-right: 11.7pt; margin-bottom: 6pt; text-align: justify; line-height: 108%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-right: 11.7pt; margin-bottom: 6pt; text-align: justify; line-height: 108%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-right: 11.7pt; margin-bottom: 6pt; text-align: justify; line-height: 108%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-right: 11.7pt; margin-bottom: 6pt; text-align: justify; line-height: 108%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-right: 11.7pt; margin-bottom: 6pt; text-align: justify; line-height: 108%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<h1 style=\"margin-top: 11.9pt; margin-bottom: 0pt; page-break-inside: avoid; page-break-after: avoid; line-height: normal; font-size: 14pt;\"><u><span style=\"font-family: Cambria;\">23 Fleming\u2019s Right Hand<\/span><\/u><u><span style=\"font-family: Cambria; letter-spacing: -1.85pt;\">\u00a0<\/span><\/u><u><span style=\"font-family: Cambria;\">Rule:-<\/span><\/u><span style=\"font-family: 'Times New Roman'; font-size: 0pt; color: #ffffff; background-color: #000000;\">\u00a0<\/span><\/h1>\n<p style=\"margin-top: 3.55pt; margin-right: 5.95pt; margin-bottom: 0pt; text-align: justify; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to right hand thumb rule, Stretch,<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">thumb,<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">forefinger,<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">and<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">middle<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">finger<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">right<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">hand,<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">so<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">that<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">they<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">are<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">perpendicular<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">to each<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">other.<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">The<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">forefinger<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.9pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">indicates<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">direction<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.8pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">magnetic<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">field,<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">thumb<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">shows<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">direction<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.85pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of motion<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">conductor,<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">and then<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">middle<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">finger<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">will<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">shows<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">direction<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.65pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">induced<\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: -0.7pt;\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">current.<\/span><\/p>\n<p style=\"margin-top: 3.55pt; margin-right: 5.95pt; margin-bottom: 0pt; text-align: justify; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/png;base64,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\" alt=\"C:\\Users\\vartmaan\\Desktop\\New folder (2)\\image_2019-11-28 07 24 03.198432+00 00.png\" width=\"243\" height=\"157\" \/><\/p>\n<p style=\"margin-top: 3.55pt; margin-right: 5.95pt; margin-bottom: 0pt; text-align: justify; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin-top: 3.55pt; margin-right: 5.95pt; margin-bottom: 0pt; text-align: justify; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin-top: 3.55pt; margin-right: 5.95pt; margin-bottom: 0pt; text-align: justify; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<p style=\"margin-top: 3.55pt; margin-right: 5.95pt; margin-bottom: 0pt; text-align: justify; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><\/p>\n<div style=\"clear: both;\">\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: right; line-height: normal;\"><a style=\"text-decoration: none;\" href=\"http:\/\/www.vartmaaninstitutesirsa.com\"><u><span style=\"color: #0000ff;\">www.vartmaaninstitutesirsa.com<\/span><\/u><\/a> \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <strong>1<\/strong><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: normal;\"><strong><em>\u00a0<\/em><\/strong><\/p>\n<\/div>\n<\/div>\n<h2><strong>Free download\u00a0 pdf of magnetic effect of current click on the link given below\u00a0<\/strong><\/h2>\n<p><a href=\"https:\/\/vartmaaninstitutesirsa.com\/wp-content\/uploads\/2023\/04\/class-10-magnetic-effect-of-electric-current.pdf\">chapter 12 magnetic effect of electric current<\/a><\/p>\n<h2><strong>To Free read\/download chapter 10 : light reflection and refraction click on the link given below<\/strong><\/h2>\n<p><a href=\"https:\/\/vartmaaninstitutesirsa.com\/index.php\/class-10-chapter-10-light-reflection-and-refraction\/\">chapter 10 light reflection and refraction<\/a><\/p>\n<div>\n<div style=\"clear: both;\">\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; line-height: normal; font-size: 14pt;\"><span style=\"height: 0pt; display: block; position: absolute; z-index: -65537;\"><img fetchpriority=\"high\" decoding=\"async\" style=\"margin: 0 0 0 auto; display: block;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"409\" height=\"520\" \/><\/span><\/p>\n<\/div>\n<ol class=\"awlist1\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"24\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 6pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\"><u>\u00a0 \u00a0 \u00a0 \u00a0Faradays laws of electromagnetic induction:<\/u><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><em><u><span style=\"font-family: 'Times New Roman';\">First Law<\/span><\/u><\/em><\/strong><strong><em><span style=\"font-family: 'Times New Roman';\">:-\u00a0<\/span><\/em><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When the magnetic flux linked with the current changes, an\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"36\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is induces which remains till there is change in magnetic flux in circuit. This phenomenon is also called electromagnetic induction.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><em><u><span style=\"font-family: 'Times New Roman';\">Second Law<\/span><\/u><\/em><\/strong><strong><em><span style=\"font-family: 'Times New Roman';\">:-\u00a0<\/span><\/em><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">According to this law, the\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"36\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0induced in a circuit is directly proportional to rate of change of magnetic flux linked with the circuit.<\/span><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question 10: Two circular coils A and B are placed closed to each other. If the current in the coil A is changed, will some current be induced in the coil B? Give reason.<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">Answer: Yes, a current is induced in the coil B. When the current in the coil A is changed, the magnetic field associated with it also changes. As coil B is placed close to A, hence magnetic field lines around this coil also change. Due to change in magnetic field lines associated with coil B, an induced current is also induced in it.<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question 11: The phenomenon of electromagnetic induction is<\/span><\/h1>\n<ol class=\"awlist2\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"a\">\n<li style=\"margin-top: 6pt; margin-left: 31.1pt; margin-bottom: 6pt; text-indent: -19.15pt; line-height: normal; widows: 0; orphans: 0; font-family: 'Times New Roman'; font-size: 14pt; color: #333333;\"><span style=\"color: #000000;\">The process of charging a <\/span><span style=\"color: #000000;\">body.<\/span><\/li>\n<li style=\"margin: 6pt 11.7pt 6pt 12pt; line-height: 106%; widows: 0; orphans: 0; font-family: 'Times New Roman'; font-size: 14pt; color: #333333; list-style-position: inside;\"><span style=\"color: #000000;\">The process of generating magnetic field due to a current passing through a coil.<\/span><\/li>\n<li style=\"margin: 6pt 11.75pt 6pt 12pt; line-height: 107%; widows: 0; orphans: 0; font-family: 'Times New Roman'; font-size: 14pt; color: #333333; list-style-position: inside;\"><span style=\"color: #000000;\">Producing induced current in a coil due to relative motion between a magnet and the coil.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 31.95pt; margin-bottom: 6pt; text-indent: -20pt; line-height: 16pt; widows: 0; orphans: 0; font-family: 'Times New Roman'; font-size: 14pt; color: #333333;\"><span style=\"color: #000000;\">The process of rotating a coil of an electric <\/span><span style=\"color: #000000;\">motor.<\/span><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: 16pt; widows: 0; orphans: 0;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt;\">Answer :(c) producing induced current in a coil due to relative motion between a magnet and the coil.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-left: 12pt; margin-bottom: 6pt; line-height: 107%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">In electromagnetic induction phenomenon an induced current begins to flow in a coil whenever there is change in magnetic field in and around a coil.<\/span><\/em><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Hence, the option (c) is correct.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><em><u><span style=\"font-family: 'Times New Roman';\">25 Advantages and Draw Back of AC Over DC:<\/span><\/u><\/em><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><em><span style=\"font-family: 'Times New Roman';\">Advantage of AC:<\/span><\/em><\/strong><\/p>\n<ol class=\"awlist3\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 54pt; margin-bottom: 6pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0It can be transmitted to a long distance.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 54pt; margin-bottom: 6pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\"><span style=\"font-size: 14pt;\">It can be easily changed using transformer.<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 54pt; margin-bottom: 6pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0 \u00a0 \u00a0 It can be easily changed into D.C.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 54pt; margin-bottom: 6pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0 \u00a0 \u00a0 Its magnitude can be easily changed using chock coil.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 54pt; margin-bottom: 6pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0 \u00a0 \u00a0It is easy and cheaper to generate.<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><em><span style=\"font-family: 'Times New Roman';\">Drawback of A.C.:<\/span><\/em><\/strong><\/p>\n<ol class=\"awlist4\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 54pt; margin-bottom: 6pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0 \u00a0 \u00a0It is more dangerous to work with AC then DC.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 54pt; margin-bottom: 6pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0 \u00a0 \u00a0The shock of AC is attractive whereas that of DC is repulsive.<\/li>\n<li style=\"margin-top: 6pt; margin-left: 54pt; margin-bottom: 6pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt;\">\u00a0 \u00a0 \u00a0 several insulated wires are required to transmit AC.<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 18pt; margin-bottom: 6pt; text-indent: -18pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"font-family: 'Times New Roman';\">AC can be converted into DC by rectifier and DC can be converted into AC by inverter.<\/span><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question 12: Which sources produce alternating current?<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 15.95pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">Answer: A.C. generator and invertors (used in house for emergency power supply) produces alternating current.<\/span><\/h1>\n<ol class=\"awlist5\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"25\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 25.1pt; margin-bottom: 6pt; text-indent: -18pt; line-height: normal; widows: 0; orphans: 0; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; list-style-position: inside;\"><u>Electric<\/u><u>motor:-<\/u><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAATIAAAFJCAYAAAAYI6HHAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAD2MSURBVHhe7Z0HfNTl\/ccFZG\/CDjshzECAQFhhj4BsRMDFUHHL8O9EEXGgrbZWa7Uq7r3rRK3aqq3WUWttnZ22dXU4aoeL5\/99P8kvPY4L5C5397tcPu\/X6\/PiVnKXI\/fOM77P8+wlRB2lmaVB+UUhRBi0tCyxvGJ5yNLUEtDP8k3L\/ZYp3CD2KrKcb9liuczytOVoS3OLECJkzrV8ZNloiZRZoWWf8ovCuMeyufyiZ7RlsUUiEyID2GS5xfK55SBLEwsgsonlF4Wx3XKhpZO\/ttdeDS35lkj5CyFCApHRuqDF8bZluoVxH4lsZ9ZbPrBcbJlqaW1pZKlvEUKEDCLrZaF18YTlQctgi0S2MzmWUy0vW1630BXvbalnEUKETCAyKLO8amEwe4ZFItuVmZZtFlqvTIi0tQghQiZSZAxcn2j5neVyC91MUQ5SZ1yMFlg3y1kWWmbM8AohQiZSZNDZcqXlXcsCbhCecyyRM5SDLHTF+VcIETLRIqPFwYeTOqmF3CA8j1o2lF\/ca2\/LUgt1ZR24QQgRDnwY8yyrLLS86C4FMBNHIexIf03A8ZZvWRgfO8PCLGYPiwb7hRBCCCGEEEIIIYQQQoQOayvZBeMQJe6wqF6LxoXIAHpaKLU4W4krl1hutzBzKYQImQEWPpAiPhAYC8hZbymECBmJLDEkMiEyCIksMSQyITIIiSwxJDIhMgiJLDEkMiEyCIksMSQyITIIiSwxJDIhMgiJLDEkMiEyCIksMSQyITIIiSwxJDIhMgiJLDEkMiEyCIksMSQyITIIiSwxJDIhMgiJLDEkMiEyCIksMSQyITIIiSwxJDIhMgiJLDEkMiEyCIksMSQyITIIiSwxJDIhMgiJLDEkMvE\/dpSV5e2YPfuQHbNmHaPEnYKKt7EmSGSJkZDIxi3fMbd0+Y5jlPizZIlrVPE2Zh72YVxsIvvQzZ7tlPhi793+FW9jTZDIEiMhkY1ftuPBCfs7p8SfaUtc64q3MfOQyBKPRBYqElmaI5FlaSSyUJHI0hyJLEsjkYWKRJbmSGRZGoksVCSyNEciy9JIZKEikaU5ElmWRiILFYkszZHIsjQSWahIZGmORJalkchCRSJLcySyLI1EFioSWZojkWVpJLJQkcjSHIksSyORhYpEluZIZFkaiSxUJLI0RyLL0khkoSKRpTkSWZZGIgsViSzNkciyNBJZqEhkaY5ElqWRyEJFIktzJLIsjUQWKhJZmiORZWkkslCRyNIciSxLI5GFikSW5khkWRqJLFQksjRHIsvSSGShIpGlORJZCmOv3X1eVhbzvlRHIguVOi2y8Uv\/G\/P2VKbOiezLWbPcGxMnuqsKC923Bgxw\/545s\/I+pPPDUaPcOQUF7uGRI91\/ayChP06e7M6y73PbsGEx7091JLJQyUiRlS770hXv87obMP4OVzDqSpc3\/Nuu3+jrYj42kYxe9L7LG\/EdV1BylZuw\/OuYj0lV6pzIvrZ8NH26u2HoUNeraVN3tskmuO8rk9yfpkxxB3Tt6t4xEXE98mv3lC9MfH+2r0eA\/5wxwx3eo4c7o2\/fmI9NdSSyUMlIkY2Y9QvXOX+NGzL1cRPaa27QhB+4Np2mxHxsPBmxz6\/8v+OX\/st1H3SKy+2\/3pVKZP8jFSIL8uK4ca57kyauc+PG7paiop3u25Sfv9P16ua5sWPdHdYCQ2JcP6FPH4msbpKBItthra9rXYceS924JZ\/62+gC9hq6Nepx8adDz+WVl3sNPdd1G3C8RBZJKkX2i\/Hj3ekmrP7Nm7vhrVq5l+x6cB9dwuAyratflpa6Z8aMcT+xBJIiiIvuKLc\/a5dXduvmpuXkuC329V9bay4Q2ftTp7qf2f0fTptW+bWpjkQWKhkpskET7nXNWvV3gyc+aKL50t8+cu5vKh8zfum\/3fCyl9zQ6c+4YTNfcOP3+5crmf9H31XsPex8\/z2Gz3rZXy6c8pg9\/j+u+8CT3d6N2vou5fBZP99JZHyf4jlvVH7\/VKZOi+ycfv3c7yZNcl2sVba\/dSf\/WiGaSJFdPWSIO9GEREtrUrt2boIFMV0+aJD\/OmQ1tGVLN9kEdpR1Jfk+DxUX+4H+Db17u+nt27tT8vLc7A4dXE7DhpXfN9WRyEIllsjqVaRKUt21HDX\/9651h1JXv0FT16nPSley4B27fUfF\/Ttc76LzXI\/CzW5g6T2uVfux1tJa6uU2YPxtJiv73bfHlS7\/yuWPuNh1LTjGvv5PLn\/kZW7vxjleWiUL\/+JF1i53jsvtt86y1jVt2dd\/feTrSEXqvMgY\/L\/JupZ0Mc+y1hMtrkBkTAqs6d7dPW0tLq7TOhtmrbfLTGJv23205B40aQXf88IBA9zJJrZPK1ptx5vIkCCXX7VWXVd7juCxqU4CImtgGVx+sRKJLDGiRdbOstoyxF+rglSLjJQs+LPrkn+4a9i4vWvUtKsfJytd9oW1wJ53nXqvsBbam\/5xSK9lziiT0O1uxOxfucbNciu\/By00RDZ234+8wBo17VJ5HyLj+yO8MYv\/6rr2PdL1G3N95f2pSp0XGZf\/MX26F07vpk3dncOHuzMrRPZESYlvYb02YYK\/\/oVJj4mAQ01ugcgiu4vRIoscI6sFIutn2W5BaAESWWJEi6yT5QzLOH+tClItMgbjS5d97sfG6Ga2aDfCdwuHTH3S9R93s+ucd4gbba0qHjtm8YcuJ3ee6zlkS9wiC7qWElkF6RIZed3EtKBTJze8dWt3dM+e\/jZKMGZZl\/AVkxDXab1x30kmqCwU2cmWLywF\/lo5ElliZKDIdriimc\/tNGY1av4fXPM2Q1z3Qae6gtFXu\/bdF1d0NxHZ36z7ucqPfUlkNSSdIiNPWgussGVLPw4WPGa+ye3eESN8KQYtMkR2l7XaApH9ftKkyq+\/eOBAt65XL\/eHyZN9F\/X\/TGQb8\/L8fYHI0lUgG6fImlseteywnMsNFUhkiZF5Ilu+ww0svduEdY3v9nFbqbXOOvU+2MuKVlnbLmWuaMZP7b4dviasa8GxvlQD4TVu3qOiNfef8u6jCWrM4r\/7wf9GTTq5MYs+MLH9w9+X2++4SpHRzeQ5d3k9SU6dFBktJqTFrCV1Y8Ht1IFdN2SIb4VxnXqzC6yVdYzJa7u1zihupe7svalT3Qtjx7opOTnuTrstKJy9x4R3cG6uL7ZlEuFYk9qx9rVMDvx49Gg\/vvaM\/ZsOmcUpshLLWxZn+ZWlgwUkssTISJFRfpHTbb7rP\/YmE9QTXjA9Bp\/uRTXaRMRlasCGTvuRb0UhOORUagJr322h6zl4k91+g+s28CT7Pgtd8T6\/9vc3bzvU5Rd\/1yT4M9dryFmuY68DrIv6rhs177euc5\/VrnfRN9y4\/f6562tKYuqkyD6bOdO9baJ52qTyboTICDJ70KQVXKfrSIvsKXvsA8XFXlC0zqjcZ6CferRATO+asB6yr+WxH5sEGWNjpQCzob+xr\/uBfR9aeTxH8P1TlThFdqLlUwsi+4dlkQUkssTIyK4l3UoG7xngL7Iu4cAJ9\/hB\/eAxjI9xf9GMZ13h5O1+VjK4j8mAvBEXu8GTHvRlFqwOKL9\/hxs08T57\/CP+etGM5+z6\/b6FRgqnPGrP9RMT2WeV3ysVqbNdy2xPHCLraEFWdCsRGeNkl1kaWiSyxMjIwf5sjkSWpYlDZE0shZZDLc9bJlgGWupbJLLEkMjSHIksSxOHyAKGWR4pv1iJRJYYElmaI5FlaSSyUJHI0hyJLEsjkYWKRJbmSGRZGoksVCJF1sbS17LVMtPS0hJzzaVElngksiyNRBYqkSKjwPhGy0uW+yzHWyhA3gWJLPFIZFkaiSxUIkVGS4yyliBcb2bZBYks8UhkceSTGTP8vmTsQxbr\/kyKRBYqkSIrsnxmCYqN51kobdmFTBQZC83Zo4yC11j3Z0oksjhChf5xvXr5JUux7s+kSGShEj3Y\/4QFkT1pYZeRmGSiyFha1GvoOa5d11kx78+USGRxhKVJW\/v1c6u7d495fyZFIguVaJEdYUFk37G04oZYZGrXsqDkCte28\/SY92VK6rTI\/hVxglJ1wvbVlw0evJPI+B6\/Ki11r0+Y4P4+ffpOjw8zElmoRIuMDSt\/YjnAUuUusekQGScpsZFirPuqyoBxt\/qdMYLr7IDBgnC29xm98P2dHhtW6qTIfjtpkt9uh213Duza1Y1t29YdZnJ6c+JEfz+7WxyUm+t3vljWpYu7wuTFsXGxRPZ\/FbvAsr0P\/2aKzCSyUIkWWXvLMRaWglVJKkU2dsknLr\/4Ute133Gu24ATXeuOpa5Vh7Emo1\/6+9k5tteQs13eiItc+x77ui59j\/A7W3BfpMiQIFth5\/Zb68MpTKleEF6d1EmRsVvFId26+S13nhszxt0+bJgb0rKlu8TExn1zO3b0JysxJsZ9pSY6Wl3RImNfspPz8twH9jh2vJjYrp3bVliYlt0t9pQERNbWMqn8YiUSWWJEi4zB\/RYWFuJXSSpFxh5k7FzRsv1oN2jiA35HimatB5qgZvgdY\/OGX+S37Rmz6H1\/4EjrjhNdn2EX+K+NFNnIuW97EQ6f9Qu\/Z1mzNoV+257I5wojdbZrycEgSMi+v\/t4xgy33q4v7NTJ7xvWpH59vxcZj\/u7SWpm+\/b+iLhokfF4tsJmg0b2+T\/NHvPIyJFp2zxxd0lAZHR5omfTJLLEiBZZtUh113JY2QsmpJleVGy\/k2ctNA4VQXCcd8nGi8Fjew0920sOWVWKbPnXrv\/Ym13LdsV2\/1l+EqDH4NP8oSWRzxNG6qzIOBiE042C69+21hi7wXL6+N716nnBBfct6tzZrbWuaLTIpubk+NOVgsfxNRwAHFwPMwmILBYSWWJkpMiGl73ohRTsMzbUWmXs2c9miW27zvJCCx7LbbTKRpn0ApGx6yunJnXus8pfDh4b7DgbZuq0yE6qEBmCYjzsiB49Kltkb1QcOMJ9+5rIOJQkWmT7deniu6Fsa43E2FjxrYkTa2vXMhYSWWJksMiCFpnz21tzktIwu71jr+Xle+tXCKrf6OvstgP95f91LXf4jRdbth\/jimb+zD92\/LLP\/RmXwXOElTotMgb06Va+M3my3\/aaba6REHv20+1ki+pfl5b67ar\/PGWKn6E8x7qQnKT0H3scj+cYuTP79vUCvNwklynFshJZqGSsyFp1GOcP3x275GO\/BTUnJ1H02rvofL8PP2NgHDzSq2irl1apiarvqMt964xB\/ZFz3vCnL3Xqs9rv\/jpg\/J2u78jLd3mudKdOi6ysQwe\/hz5bWN9cVORbVNz3a2uNre7Wze\/R\/32TE9tVc\/DIeyazc\/v18+JiZhOZUVeG+DhhnFnQyJPIw4xEFioZK7IWbYt8y4vWGPIqWVDeOhs173f+1PCC0df6yYA+w77pJwE4KYnZzi59j\/J7+49f9l+\/RTZHxbXuOMHfzonk0c+V7tT5MbJ3TE6chBRdU8YBJXQTOZxkT4P3PC7W9wgzElmoZPQY2fCyn1vL661dDgShxYXQuI9ascj7IlO6\/Et\/uEis7xFW6qzI6C7SfYx1XzZEIguVjBQZJReRg\/3ZlDopMsa7GBOjXILLsR5T2yORhUrGiYzWVv9xt\/qzKhkji7e6P9NTJ0VGt5Hj2d6wLmFwKni2RSILlYwTGeJijIvu4JjFH2ZEyUQyU2e7ltkeiSxUMrJrmc2RyLI0ElmoSGRpjkSWpZHIQkUiS3MksiyNRBYqElmaI5FlaSSyUJHI0hyJLEsjkYWKRJbmSGRZGoksVCSyNEciy9JIZKEikaU5ElmWRiILFYkszZHIsjQSWahIZGmORJalkchCRSJLcySyLI1EFioSWZojkWVpkiiytyx\/qUHmWGoDDSyzLD+3xPo54sn7lpctElmaIpFlaZIkMuBkpUTDB3mipZkl02lpOcMywxLrZ0kkcSGRJR6JLEuTRJFVFz64tGoimWBBDhxQm+kEIpvur5WztyVtEpbIEo9ElqUJQWTdLUWWyJZIbRcZp69vKr+YeiSyxCORZWlCENlcCyKIPE27touM139N+cXUI5ElHoksS5OAyPggd7J0sNClikUTC48h0WNAdVlkfG1HS\/DeRKdaSGSJJ7NFVlY22\/KyfSjfUeKLmzVrQcXbWF2QzXLLBZYh3BAFgmJWjw\/75IrrkdRlkfFeH21hhpb3cItlnmWp5duWajF+6Y7rxi\/f8Y4Sf8au3sH\/X2ZiEuu2Y+bM+TtmzFiqxJnZs3tWvI3xwAfvI8u5luhWGS2LOy0\/tgy31LNEUpdFFkiMcpUVluct0ywjLbdZqkXpfjsmjF26Y6kSf0ascdF\/WEUdZrzlEcsTlv7cEEFw36OWfG6Ioi6LrMASzNjuY3naUuivlUtfCJFGkNV5lnsth3JDBYyHMXt3qkUi25XIspNokVU13iiESBGI7ATLWsstllwL0EU6zkK3SSLbPdEiE0KkGUSGxBDXQxbGeeA+CzI6yCKR7R6JTIiQCUSWY7nScqZlkuUqC0hke0YiEyJkApEBM5g\/sjxu6cYNhkS2ZyQyIUJmimVD+cW9+lqYvfy+v1ZebrHKUhdERuEvBa4LLbdaulgouNzTQnDeo\/kWiUyIkGBx9CILNVF8qIHLwQeSD\/Ihlu9ZBlmCD3UbC2Npmy03WhBaPwvUVpH1sVDIirR\/a7neQgu1sWV38D143DYLZRfRi+iFECmGglcERILZykaWQFiR95OgrADR\/criIhJ0T2uryFpYnrEEPw9FwpHlKFVBKy7yPdqT+IQQGUI7y2WW4EP\/iSXoetbmMTLq5nZY+JletIywCCGyFLpPqy1\/t\/Chf9ASUJtFxnKjzyxfWeha1obNIYUQNYB9yJ61IDLGiAJqs8joOrMkixbmOm4QQmQ3zPJ91\/KehW2AAmqzyGC25XcWxruEEHWAgy1bLdlUR8ZgPTOQmn0Uoo7ArCa1Z5Hb+9R2kYHGxoSo42SDyIQQdRyJTAhR65HIhBC1HolMCFHrSbbIkA0LuKPDRENNd2KVyIQQMampyCjlyLOwC8WGVq1aXVhUVLStsLBw28CBA7f1799\/W9++fbf17NmTvdNYUsQOtmwKSV1bvEhkQoiY1ERklHIc36NHj\/uWLFny1umnn\/6vK664wt12223ummuucZdeeqm74IIL3JYtW9xJJ53k9t9\/\/y8nT578bl5e3lMNGza8xL52X0s8i7YlMiFETBIRGa2pg1u0aPHwypUrP7zhhhvcCy+84P72t7+5r7\/+2v373\/927733nnvzzTfdiy++6J544gl37733umuvvdZt3brVHXfccW7u3LlfmgDftu\/DVjzVPcVIIhNCxCQRkR3br1+\/d0xKXz377LPu3XffdZ988on7\/PPPdysyhHf55Ze7Cy+80G3atMmtWbPGlZSU\/LNZs2acCDWw\/FvvFolMCBGTeEU2fOTIkb+86aabHBJ7++233fvvvx+3yM466yx3yimnuKOOOspNmTLls9atW7PpI6LaHRKZECIm8Yisv0nssYsvvvjrxx57zHcnayqyDRs2+JbZuHHjPm3btu0aew42iqwKiUwIEZPqiqxd7969L1u3bp279dZb3Q9\/+MOkiezII490q1atcgMHDvysadOmxRXPFwuJTAgRk+qIrF6rVq3Kpk+f\/vFFF12UEpEdeuihbvHixS4nJ+dlez62sY6FRCaEiEl1RNayV69eDzCedckll6RMZAcffDBdTFe\/fv2TKp43GolMCBGTPYqsefPmg4cMGfKf0047LeUiW7p0qbPW3x\/saWO9HolMCBGTPYqsSZMmJ06dOtWlQ2T777+\/GzRo0Of2tJHbcQdIZEKImFRHZPfMnz8\/bSKbNm0ah4lcWv7sOyGRCSFiskeRNW7c+KV99903bSJbtGgRR7w9Xv7sOyGRCSFiUp0W2ScrVqxIm8iQpj0tJz5FI5EJIWJSHZG5Qw45RCITQmQsEpkQotYjkQkhaj0SmRCi1iORCSFqPRKZEKLWI5EJIWo9EpkQotYjkQkhaj0Jieyuu+7yUrr44ov9qUlPPvmku+yyyyQyIUQoxC2y9evXu1mzZnkxbd++3T3\/\/PPuwQcfZNcKiUwIEQpxiWzjxo0uLy\/PsVNs5OEjiOvMM8+UyIQQoRCXyJYsWeL69OnjHnrooV3GyD766COJTAgRCnGJbOzYsW7GjBnukUce2UVkGuwXQoRFtUXG2BjjYNOmTZPIhBAZRbVFdvzxx7vCwkI3ceJEiUwIkVHE1bWcOXOm69mzp7vjjjt2Edlf\/\/pXLzOJTGQTvS2tyy+KDCYukZ188sluwIAB7rDDDnNPP\/10pcg++OADd\/\/997t\/\/vOfEpmoFQywrLQcZSmzjKlIY0tAE8v5lvH+mshk4hIZdWQIaOTIkV5m559\/vrvqqqvcfffd5x5\/\/HF1LUWtAZHdY3nRMssy1nKNZZMlAJEtsxT4ayKTiVtkVPZv3brVrVu3zv975ZVX+iVLtMZiiezOO+\/0NWbnnHOOfzzyk8hEJvBty33lFz2XWz6xtPHXRG0iIZFFr7X88MMP\/W1Ii\/uvu+463xJDZBxcUjBkpBs+ab4rHDrMjR492s2bN88dd9xxEpkIlWiRbbRwFmEgshaWhRZab\/UtfS2llhILB69yX1NLQCfLYAutu8kWHt\/MMtBCt5XHq5uaGhIW2XPPPefFxX1TZ5S50fsc7MYs2eBGLTjKDRg50a8CoPq\/W7durlGrjm7IEde7gSu+63pOOcx1Lhjpunfv7ubOnevWrFkjkYlQiBRZF8uTlu9akNbeFoT0jGWepa3lOMv9lv0sdEd\/bznQApMsJ1lyLfyC8nXjLMMtCLKrBaGttYjkk5DIGBNbvXq16z90pOs393g3fP09btRpP3ajNz\/rRhx\/v2vXf4Jfj\/nwww+7Nm3auOKSca5gv3Nd6TffcGPPetGNOvVxV7B0q+vcd7gbMmSIF5hEJtINIvu15TLLq5b9Lc0tAY0sj1oWW5Abv3iMq\/WwcB+HryI3WmVbLZstfD1BcoiMr\/mRZYiloaWnRewexiZnWP5vD+E9DYhbZIxx0ZrqUjTTFR17mxt\/3qtuwgVvuQkXvu0z8pQfur4jp7uhQ4f6VllxcbE7+5xzXLOOfVze\/I2ucM01Xnil33jNP7Zj4XSXn5\/vFi9enKjI+N2I9XNGZpGFP7JCVBK0yDpaHrYgo2i4HZEBra67LLTegPsQGd3HCyy05ijVQHLvWPhF5UPJ83xoOdFCd1XsnvzeeQNeO3D1enfE2s0xs3j5GtegQcOnKh4PcYmMf2lh9Z57cqW4kNioU59wQ466ybeyuo470O2zcKmbP3++27Jli2vVqpW7\/vrrXac+g123Catcu4GTXYPGzV3OoKmu+MSH3Zgzn3Odihf6Ligyi1dkrVu3u3T67P1i\/rxBunTtwfdUOZDYiciu5RTLryyF\/tr\/qI7IYKjlWguPPdVyoQWJ8deT1twRFmRG91Wtst2TP3Xm4tcefvod9\/JvXczc\/IOXXOOmzeIW2apVq9yChQtdx+75buDK71kX8U3fqipYep5rnVfimnft78WUW7rS5U5Y6caOK3X77befu+aaa9zAgQPdQStWuk4jF1XKj6\/tOeNY16p3set\/4EWu+KRHXFvrjubn93WLFi2KS2Tde+Vd+s3v3hHz5w0yrLhUIhO7gMgY86rnr+2117mWRyyICvmQ7ZZIkdG1ZBwMENnx5Rf9eNrBljmW2ZZ2FiQ2zMKgP99rkOUFC9IUVZMSkTVu3NiPd3Xp1d\/13fcsN\/qMn\/ouZYehs137IbPcgIMvcePO\/UWlpGid5Y8qcyUlJb52bPny5a5r916u9z4nVD4myOBDr3JtCsa5XrOPd0OOuMGEOMB3Se1pJTKRUhi8\/4blRktnSwNLjoVxr7MsfSwM0N9qYYaS7iKFs1yn1UYX8WYLj2WMbLUFKV5q+Z6FriYznHzA1llGWGi18Zy9LKJqUiKyBg0auJ75\/V2P6ce44Rt+4HqWrXOt88e4XrM2+JZVICUG8sdsecEP\/HccMd8LiaVMjKnVb9jEvv5oV3j4dW7Yurv9xID\/ugvedMPW3uU6DJtj32+963\/At1zjlu0kMpFyaCXNtzD72N8SVPRzmduREIPJtK64jLgoodjH0s9Cq2yuha\/vbmEQ9nQLM5dbLDdV\/Mvz0KI7xEJrjceK3ZMKkTWvV7+BdRun+NIJxr86j17qRpzwUKXAxpz1gis67g5XsN85bujik93ohUe6MWVL3dq1a\/0W2FT1T5kyxZWWlrrRY0vd0PGzXd7EA6wld3Gl0JBfzqBprs+8U12XcQcgHQquW\/lX8D8kMpGRUGfGUqZiS9BNpXU306JfuviJV2T8EWK52SWWDtwQg+VN2nV3eQtOd51GLnY9ZhxjXctnKlpgr\/vWVF7ZMa503gq3+tA1fufYW265xe\/p\/9RTT+2yRIlZzxNOOMFPBAwvGe\/6TD7YDTnyBjf+\/F+7omNuc237jXfdpx7hWuQO\/os9dzA0ESCR1S7ocTEhmCg4gT+wjJlnNHmWb1quslxkOcdCS44yDRE\/8YqM8Ugk9qaFVjAt6Mg1swwRvNBt8mF+oL7bxENcyaZyiVFykb9okxs0YaE7bt0G98ADD7h33303rrWWtNhmzCxzPYdNcYNWf9+XYwxcealJbJDrULTPV\/X2bsQQBMXSARJZzUEK9JAY2jnGQu\/oaMsaC72kZEmDP4xM6B3pr8UPv4f8P59n6cYNmQz1YazHpEu63EI3ky6qSIx4RcZfu20WPuQsMaM7d7VlgQXJHd+864B\/dxg2z3Ude4B1A3\/kJTb27JccchtZOs1dccUV7rXXXkt4PzKWKZXNsq7mqDI\/djbeZJa3cJNr3qW\/a9qx92\/sNdA6D0iHyFidErnqJNvgM0cD4nULdaBFFibRDrMwCRddfZAovI80THiOROB1jrT8wsIwkzCY9WTCINszp3j05N9des12d+v9L8fM1otucY0aNX6p4vETLfda+JAH+cLyWwvlLn9s23\/CDkokik96tLwlZl3AHtOOcqPGTXS33367e+ONN2q8sSJLlMZPmORyi\/dxY7Y878fc2g8pcw1btv+iXsPGtBSDGsJUiowuEB\/mByzMpGc7\/A6cWX7Rw3tD5QEts2TAJCAtvkRFBkwsSmQR0HW9vQ7kofYdOn86ftJsN23WvjEzauxUV79+g79WPP4HFlZSRIosyA5iMvF1Y8wu0vXrM+8UV1Qywd108807LRqPJbJf\/vKX\/txLZi\/79+\/vpk+f7pYtW+ZLOcaMGeOOPvroykXjBx54oOuTX+Ar\/ymwHXrUTa5Rq05ur3r1\/m6v4w3LaxX\/UlP4x4rr5O4aiow1vrQc3rLwvnxpYXgj24kWGZNwrKShK8jYFOPXVBuwUuRwCyVSfI5YZki1AvWdV1p4LOVS9KRoyR9kYbIvUmT80TzUwprpAHpiZ1uoIb3YQnE80I3kdVGxcIVFIouAv+j8Nc\/2FE2cMvfNux95zT3zyqcxc\/WtT9EiQwRfNrJYH+pruxwtscrkLzrDD+rTGqPOq1fhWF+t\/9hjj+1RZLTWWDSOtNi\/jO1+EBtfzw4YVPxTaBvsfsHusy1yurqx57zsu6+5E1f7ko3RZ\/zETdz4I7dq1nq3xrq0\/Dtj\/b1+zWbjtrlf5XTo\/Ps4RcY4ELWNd1j+ZvmvJfLnrisiY\/stlgPyXrCDDbdRdE5LaL3lbQsF6pROISNKrqgZpbYTWTG2ymU2UWWsm6EKZDbNEoiM74ncaO3yXjOxx+8q42est2Y8nOehGJ7u5MkWJEbXlPXVElkdpFpjZI0aN3Gdhs1xC1dc4kY1aensT6qz30a3d736rnfJEjfcJMGge8fhc71QkBjLiHLHLPXV+jfeeOMu2\/jsrms5fvx4L67IriXLnZo1a+aXJUVu45Obm+v6Lf+Gf87Bh17p2hfOcMUnbndrTKhX22sMctqwuW6GvaZ++3\/Ttc3p6OIQGWOxP7HQ4oyUV2RetvywlobuYXVEjGAYPqDVxRJDNmu4wUIdKDAhwP2RY9ZIjCoD4HbGMIOC9VcsCJHrtO5idS0\/toy28L0Zj0OSp1keszBmt8rC42kNQq3uWgZlGCJ+9iiy6+981jVp1tKNPexqt7HPKGf9Bme\/Nc5+g9ylJrK10452Jac\/5ToMneUGHPQdV2pdygkXvuWKjr3dDR41yW3atCnmfmTxiowxsrKyMte8eXO3cOHCSpGxGqB1fokvrh239RXXZcwyN2zWBndZ42Y7iYwcsPr7Xngde\/R3Wy+6OebPGyRCZIyF0drgg0wL4XNLtMi4nw9cbQxbZVWn5IGfP7JrmW9hEojbAdmwDDFYjQNViYx6P8YymSw6wcJs9+5ERk1p9Iw00G1ljDIQV0Ii4wXR5GMHikAm\/Ms3o9\/Ki6PGiyZf9AuoKTw3zVKWJUUXZvKG0CfnjSM0fXktJPKxTNcG\/ey6yh5FtvbE813rHoVu\/KFXuXNzuruL7YP7fQti2FavntuAwA68yHUetcSNPPVxL4rx5\/\/K9Zl5rJs6daqvE0uWyA444ADHOk7GzgKR0eJDtOyKwXMPWnW5K+g6wH3PJBstsmXTjnLD1t3lckcucKuPPCXmzxskxhgZww20XGiFsFb4H5agm10Xx8iApYf\/LL8Yl8iCzyjjZryXtAp3JzJagbTCmCENXMNnma7mjy1s2wUJiYwpWcog+CJeBFKjr0tR4goLTXJmuTZYkr03GBKaauEHZUlSJMiJpU40c7E4ZwXwWhiAZPsfmrW8mfwV4rUHb0Kq4YPAe8agZaZk6p5EVlwyybUbMMl1HzDRbejYZycxILLlfYr9cqGC\/bb6VhEyGb3pGdetoMjLpqodYhMRGWswmzZt6ltmgcjYxqdPXt\/K7iWzmLkF49z59toiX+v3rYU2Kn+Myxk4xS9aL5uzLObPG6RCZPxuxHrfKPFgvIgBf8bLGM+J9bhUhaV36dxiiM\/3zy2ByLjOa+DzxSw2IDLWSzP+FcAuNCwlpEaMzytjrayvRmLsPcjnkM8qO9gEImPAPvjZ+HzT\/WSvQZag8fxMtvAZ5vPMHxDWVPP+83lmJRATOqMs1Xp\/WA\/JWkaK4wLor\/KDRIuF5UTMQKSCLy3Rzwe0AhEZhXsBtBKZRaEpGsiLQVz+agT9\/FTCmQT8R1AOkCn55p5EVlhU4sZv\/aWb9I3XTBwXu4s69DKBlbd2vtF9iJtx0EW++LX4pO1eJGTAgd\/yJydRLpFMkdESa926tVu6dOlOIhs9Zox1KZdXPj9bAx04fK67pHXncok1aeFOtdc4s2KdZ\/EJD1VXZMzIxXrfglCUze8Za35j3Z+KMGPKGFV0TyRVMKDOADu70dAQQCq0kmigXGdhEJ9WErOVt1iQCFICLrOEkM8\/ra+fWpAPDQjeO+rRaAzxc9EAodHB7bTqEB5d1wMs9OgY7Kf1xXPSEuSPCS0w\/EJLkEF\/GlF0V5lAqFahLi8QIQRdM8TBgGesqlxaTxg0Gp6Ibh+hmBI7A28C6yT53siH+4LmJI9BOqz3I\/GIDPhPoOnJjEdQkc4bFTR\/U8n1Fv5ysDV3pmR5dUWGAKae+wt30MpL3XEzjnVrrZu235E3+p0tBq64xNeLBSJpP6DUny4evdV1TUSGFLt06eI3XTz88MN3EtmcOXP8jhjB87OzxsSzX3KrrZXG6zxi\/qluzsmPuokVmznGITJWLsR638IMvQvkkK61xHxO+IzGei+C3hifS4TGZ5IWWdAa4msZ32LtM7cjH\/5lOIpGULAlPWNmfN4paGVWFInxOFpjzFryeLr5fC82jWBFQQBDRvtauJ3Xw7hZtSv7mT2gwjuAJ6emhh+4umBNPtg0SWmC0u1CQLwgmqP80EGfOWiu0pJiqQTNUnbxjFdkvGFsyni3JVjWhP1pNlf7h08QREZVdCaxxzGySJFVJ2PPftE1a9XO13klKjJKLwKRXXrppX6t5bhx4\/xtHCkX6\/CRFrkD3OjNz8V8TdGJQ2SRY2SZAp8xPh\/aFCEJMDZAHUjAsZZg0K+60KKjn4ukqM+hD81SD5qX9IeZFaHlxxbZNEEZY2JPMmpGEBJ95XhFxvenKcp9wZQtLUMq0yOL71JBnRBZ4eHX+gH56D37qyOyV1991Vf0s1Eih4wce+yx\/vvQlWQn2PXr11d5ilKzTvmVqwnYOohtgaj2jxUWmktkAhBI5AA+tR3\/Lr9YbZhxpBXGbgo\/szAzATQ5EQ3QZH3OQuuMlhPyC5ab0KRNVGTMktAMBZq\/9N2ZQk8ltVJkxaMnuVa9h7vWvYurTLdJh\/i6MSTCrheJiuz111\/3O2DweIphmfE899xz3RlnnOGzu3MtI0XWbcoaV69h42\/Zz0d3aJfktO9098azLo\/58waRyOoG\/CczeBewxBJrBnF3sOCbJQf0qxlIjCUyoHWGyBgbY6qWvnlAvCKjHITWH78Iwd5VTFzwWOpZUkmtFNn3rn2Egtjn7bGIP1ZKGzRr83Te\/NP8OFmfuSclLLKga7mntZa7E9mojT9yLXsW\/cteV5Wz0bV89wuJLIkwmxBZU4IUaFUhpFhEbzlNN5FfNrpzDOwx27EnkTGmRTeTFlxAvCJjQJIPJWUiwQQCLTIqt9mQMZXUSpHF2FgxGt7HsiY5PX875MgbXZ85J4Yisha5A92YLT\/zS6Qate5ErVcwEbULEpkIoIzh6vKLlVDwRp0IR73RhWPsidYO42DMLETC7CESokuKpJhJZJyN8TKmY\/ngMFNB15JuHzM1zF4iA6ZaGd\/iOof8MvAfSAm4zH2IjO\/J9DGvg+ekmxoIMwCRUqjHlHIqyVaRAe\/xCW0LSj\/OX7w5FJG17DnUbxvUfuis9+21MLZaJRKZCKBbSOsruuiMAlhkgXwolqNGq6p9879voYWFzOjW8VeUcTBmMplZZDyDhafUlWyyUEtCGQf79TM4T+0Ji0eZvaSeJIDWHtO2iIPnp\/7kFAslFny\/aKgOZleHatWd1IBsFhnwob+hdd6oL8MQWePWnb\/OKZr9fv1GTahvqrI1BhKZiISV7QzY12aYMKCUJB37SWW7yIA\/RM+HITJ7Xra6Zthhj\/KRyGoVQXFtykBi\/OJEtoZqE\/zVprXIvknpoC6IDMaFJLJYpyjFRCKrFgzRMDlGgmJ14DKf+VS+N8iLuk5WAfDHMRJ6gVQ7UEjLcBEeoo6VwtmgFpShJF5ftSTIg\/iGzCZG\/qC1Bd4gBv\/TRV0R2U4njUtkSSddImPdIsvq+IxHCoE11azgiR5rTiaMuSImiuyjx66ZnGPykOMkWarEmDzDR5yqxh5pLN1ieIn3iZUC1W7RYcjaKDJaZOl83Zkosrw++QNfOWDVOnf4cWfEzOJla9zeezd8tOLx1SLTRdamTc63ps9eEvPnDdK5aw+266mrIkMWLN5mSVA0iI2Zf9Z87nYsMgkEu19EQ2uRybyN\/lo5tMZ+Z2HyD\/ASxfW03EQSyUSR8deVhbbMLO8ucf31zXSRGezBFevnjAxL5eiiZBrpEBljxoiC6oNoKJliYo4JMioVqoLJs6DWMDiYO4DWHhKkSoH7ggYF\/7Kih7WZ5DNLdUUG1Jky+RfAhOFD5RdFsshEkaWEWiCy2kw6RMbONlXVhFJFQCvnQQsLtKvqunEf1Qj8zrM+mm4eY2uURCHBYL0022IHtaBI7zsWJEZr6j+W6oqM3XfoirILRwAlXB9ZYlUriASRyCSyZJAOkbGTDVsTRUMLh40c6HqylRAbR1B8Hgv2KUNalE1Rd8p4Gy1cdqpgm2puZ281tuahV8C4GGKjfIYxLgrgP7VUJTJKvNhskSWHyO8PlshDSQLes0S33EQNkMgksmSQDpF9YGFHmmjYNYbaTNZZ8\/vMmFSw+UI0dBnZUJG6UFbOUK8J1JrSBQSERF0orTfkxalMwR6H3Le7MTIeyzgdg\/s8F6+X1xO9JReyoysskoREJpElg3SIjCP02GkmEmTBYSXMGLLemYkABv1pQcWC9de0xFhlQfF7LJFBIDKWOdKqipxgiGewny4u3VRak0xIBDBGRnG+SBK1QWQ07xlsrRGRImMHC2S0ceNGt2LFCn9GJedW5uTk+INEWrRo4Vq2bOmPeosMtxEe0717d9e3b19XWlrqpkyZ4rf14Vi4gw46qKYi48PJeA8b9QUfULaT4j1I9UqPREmHyGh50V2LhMNC6FpGwlpmzg7l9yYSJpE404BtrGkxcZ4l9ZoM5gciQ0aAyHgcLTJuZ1yNxwUtMvYrjKYqkVHczsqiYEkkj+M63WCRJGqDyNiSmK2Ea1SWgshWrlzpD9RFNL1793Z9+vRx8+bN87u7bt261d15553umWeeca+88or7zW9+41tpn332mW+l0Vr7y1\/+4ltoPObaa691mzdvdqtXr\/YbLHbt2tUNHz7c7wzL4SM1EBljPbQG+NBxYjbdGsaA7rFQk5SJMkuHyOie8R4AvwtIhtYOggpAEhSi0opilpf3MoDZzHctl1hYS4106AbyB4LBeI6CQ3B8DWNpvOeMbbHHIY9llpwZTcbIOOMyckKB18NjedxmCwW7dGFpybFkMfLkc+77xJLKmrc6R6aLjBkeZqo48qyq9bHVolGjRm7SpEn+tHD27l+yZImXF91MpITEtm\/fXi2R\/fznP\/d7lD300EPu9ttvd9u2bXOnnnqqF1peXp4XGq08e9pEu5Zs0MmAcGS9ES0zWgdsKJBppENktE4Zg0Lk\/F7QEkNEkUsSGbhnCy6kx044zDhGQmuJolUKVdlOnoF4iucZ2GecDQnyNdzPXoAcHkItGJMMTABwO+NbTBhErh6iJITPEfvN8RhWF1GgS2uM8bhIaGnze5Hqerc6RaaLjA0r2WOOnUj4BUmY+vXrux49evh9+2mV0a0877zzkiKya665xn8fxMg42aBBg3guDs9NtF4olsj4kHEaD\/dlGukQGTAjGbn3X22DVhy7STNUIJJIJouMJj6zPrTEGLzlL2GiZ5G2aNy4sT+yjXGytWvXpkxkjMEx8G9dV7ZzovYpEQKR8decgWnGcGg90OXJxL\/k6RIZA+Yc6xi9BVdtgJYkXVNaZNE79Igakski48PMB5luBPU7zEbRBUiElk2aNPnP7Nmz0yKyY445xvXq1esLe97IHYvjIRAZXSEWKTPYzM+PLOr6ovHgNKOqil4zFWrbqFGLtTJB1JBMFhkSY20dZwPygaZ7SQU3YoubBg0aXEvXcv78+f4AkVSJDEmWlJS4vffem8Nwqqpn2hOByMostMBoidAl4eBXFiNnGukSWQASq9HkTwgwixo9kyqSRKaKjL+61AxRcU3NDtPdtG7oXrJNSiL0Nbls69ix46eIhrGsZA72b9myxS1cuNCXZDRt2vQZez7G9xJtNQQiixwj4y86W7fHtVg+TaRbZELsRKaKjPMLmPWJbH0xu8R6OKbFE\/nLRrckt379+suaNWt2S05Ozvu5ubmV51JyQlI8IkNiiJDyjYKCAsovPm3Tps2TJktmu5jqr0nXJ5bImEGjRUb5QKYhkYlQyUSRMSiKrCJrb4C6HKqyf2IptCCmRECCtG5o9Q2w1tOxLVq0+GHbtm0\/QWycKD59+nRfPsE5lrSyONNywYIFvkZs8uTJvsSiffv2zsT10+bNm282eTEYzwA0NUK8\/kRfWwDborPYmFooWqScGUENFYuiE53wSCUSmQiVTBQZdTx8kElQq+NbUxam3gndy2SNkfB9aD0xk9TFpDShQYMGU3YXexyDtjw+GKupqbgiobKfLWt4Ht4DJEn4uTnAJhORyESoZPJgv6g9SGQiVCQykQwkMhEqEplIBhKZCBWJTCQDiUyEikS2M1RdM5HA7gZs1MfOEwywM9PJnu4Uo7K3fibuQBEmEpkIFYlsZ6ii58gvyj\/Y8uUaCyUViIwqe0ogKM6VyHZGIhOhIpHFhpbZeZbtFpYHsYCdLVqCAynEzkhkIlQksqqhuv4RyykW9p9i1wXtWhAbiUyEikRWNXQnOUeSxd\/s+lnVyTxCIhMhI5HtHsbL2D6HvcC0\/UrVSGQiVCSyqmHgnwNbGStjZ1aWCYnYSGQiVCSy2LB2ktbY\/hZmKG+3\/NrCgRdiVyQyESoS2a6wCJwdSDlhOtiNlffoLxYOoYg8tUeUI5GJUJHIdoZTeNh9gw8lZx4Ge4rRzbzWwi61Cyqui\/8hkYlQkch2htYWY2Hs\/8UxY4gN2NRwjgWJsfMr18X\/kMhEqEhkIhlIZCJUJDKRDCQyESoSmUgGEpkIFYlMJIOqRMY5BprlFUmBpTVsQRNrpk0iE8mgKpGdZok8CUqIhOHIfarTOU4tGolMJIOqRHahhaP9hKgxKy0fWUr9tZ2RyEQykMhESmFTwCssznKmJaiLCpDIRDKQyERKGWB52YLInrYES24CJDKRDCQykTJYM7iv5b8WRPYfy0hLJBKZSAYSmUgZ7Ga6wfK6hf3nX7WsskQikYlkIJGJlEGLbIjlcAsLnpdbBlkikchEMpDIRMrheLMzLL38tZ2RyEQykMhEypHIRKqRyETKkchEqpHIRMqRyESqkchEypHIRKqJFBnnHXAq+yeWzy2fVVxeZBEiYSQykWqiW2Ss633BQv0i+YdFu2CIGiGRiVQTLbJWlm9YvrYgsqstQtQIiUykmlhjZJxx8J7lCwtnIAhRIyQykWpiiYzTqB6xcB5oO24QoiZIZCLVxBJZY8vZlrMsTblBiJpQYFlh6eyv7YxEJpJBLJHBGAu7EzOTKUSNYItr9k6P3osMJDKRDKoSGa2y4JBjIVKGRCaSQVUiEyItSGQiGUhkIlQkMpEMJDIRKhKZSAYSmQgViUwkA4lMhIpEJpKBRCZCRSITyUAiE6EikYlkIJGJUODg3v0sz1u2WjpYhEgEfneOtDxlOcbC75YQKademzZtJsybN++PZ599tps0aRLbrBxVfpcQcVGvXbt20xYtWvQnfpdmz579V7ttTfldQqSWJiNGjNh48803f+WMO++809WrV+\/+ivuEiIdmJSUlZ951113+d+nuu+\/mj+Ld5XcJkVqadOvW7YyNGze6jz76yG3btg2RXVJxnxDx0Nx+l87ZvHmz+\/jjj90NN9yAyL5dfpcQqaVew4YNC3Nzcx8tKipyPXv2\/IPd1r\/8LiHior79Lg0zmT3B71JhYeFtdhsbFAiRFtiRgEHZuyxTLZxKLkQi8Ls01HKdJfokeyHSgsovRDJQ+YUIFYlMJAOJTISKRCaSgUQmQkUiE8lAIhOhIpGJZCCRiVCRyEQykMhEqEhkIhlIZCJUJDKRDCQyESoSmUgGEpkIFYlMJAOJTISKRCaSgUQmQkUiE8lAIhOhIpGJZCCRiVCRyEQykMhEqEhkIhlIZCJUJDKRDCQyESoSmUgGEpkIFYlMJAOJTISKRCaSgUQmQkUiE8lAIhOhIpGJZCCRiVBJhcj4pR5QflHUESQyESqpEFmhZVz5RZEkOK6vXvnFneC2TDjKTyIToSKRZT7NLcdblvtrO1Nm4b42\/lp4SGQiVJIlMj5IBRWZY+FDF1zPt4jEGWbh\/2m4v7YzvLd3WEr8tfCQyESoJEtkfJC2VmSb5YaI62dYUs3eltaWdlWktp6kzineh1m+bWnKDTHYaDmr\/GJoSGQiVLKla4nEii0Tq0gjS20EeV1toZVbFfzc2y1h\/owSmQiVdItslGWwJWghdbNMsDTz18oHr+dbcvy1chZZeFzAbEvX8ouVNLHkWnpXEVo2tRHeh0ctnf212DCG9pSFbnxYSGQiVFIhsn6WEeUXd2GD5UBLIJaxli2Wjv5aueBusfT318phDIjHBVxhCXtMKF3Q2rq1\/OJuudBySPnFUJDIRKikQmS0EOjqxSIQWScLMgpElmcZbQlENtRCy43xLURWahlooWUSiAzZZftEAnKqzvgX42jfLb8YChKZCJVUiGx3BCJDWhdbApHxLx+EQGTjLf9nQWiIbKplrWWSJRDZ0ZaVlmzmNMsR5Rf3amw52PIDy2OWNZYAuucPl18MBYlMhMpBlpmW1yxvpCEfWI60MAD\/ieWPFgazuf66hce8WnH9HMsrlk8t0ywI7E+Wjy2I7FQL3y\/6ObIp71pWW2CBhdu+suyw\/MQyyAJ0Qf9lif76dOW3luctEpkIhYYVoSuYjiAf5Imo7rTMsJxdcf0uC13J2yuuI7LJlnstiOxMy76Way2ByE60xHqebMm5lkBktEg\/sriKvGmZYgFExoB\/rO+RrrS01NYyFyHiIuha0hW60RJ0LblOlzLoWiIybh9poWuJyE630HoMupYnW46xZDObLIHI9rfQQgtE9pKFYllAZE+UXxRCpJpAZHRBZlkCkTHTSVlFIDKq2LmPSQFEhuiQVy9LIDIkl87xvTBYYUHgQIkJhbF\/tvzGEggOaNneVn5RCJFqGKBfagnKL4IuYnt\/rVxkjJlF1kQxIcHjApgkoAVSF2C2lpUSARTIBjO6kay30EIVQqQBCmVpRQVjKT0szEhSsgEUxO5n6eCvlcO6TR4XwKB3XRlUpkX6Y0sLf61qrrPwvgghRMbBige6jJSrVAWSe9oSufpBCCEyBmaUmZmlpq6qZVbMXGp8TAiRsdDVpgiYcUPWjEbDmBljhlT2CyFExsKyrAssscbA6HJSxqKtxYUQGQ1dSiY3IidAAhgXYwaX0gwhhKiVMPtbW7coEkIIIYQQQgghhBBCCCHqFJwSxZF7zFwStjuixoyq\/uC24NwDIYTISNgdljKLzZZ1FnYBYbaSBeQsFl9oQW5CCJHRcEoUe5AFu2FQesFJ49+y7G4tphBCZBTsAsuhx0hsiIXddvtaVEsmhKg1BCJDYuweS9cy2BJJCCFqBYiMMw04tJddL9gdQwghahWI7AHL3y03W4KDjYUQotaAyM6zcL7BPyzfsVCWIYQQtYbIwX62COc8Us48aGURQoiMh5nJZyyUWwBFspy0\/nsLtWTUkWngXwiRsSCxrhaOyvueJWiBsaEiGyu+bDnEojEzIUTGwsaJbHWNuEi+BXIswW2kj0XUWvba6\/8BkdohwQYUCT8AAAAASUVORK5CYII=\" alt=\"https:\/\/img-nm.mnimgs.com\/img\/study_content\/content_ck_images\/images\/1(1600).png\" width=\"306\" height=\"329\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 6pt; margin-right: 43.65pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">An electric motor is a rotating device that converts electrical energy into mechanical energy.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-right: 25.75pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Motor principle:\u00a0<\/span><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-right: 25.75pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The basic principle on which the electric motor works is the <\/span><span style=\"font-family: 'Times New Roman';\">magnetic effect of current. A current carrying rectangular coil starts rotating when placed in a magnetic <\/span><span style=\"font-family: 'Times New Roman';\">field.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Construction and Working:-<\/span><\/strong><\/p>\n<p style=\"margin: 3.55pt 8.75pt 0pt 6pt; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">In an electric motor, a rectangular coil is suspended between the two poles of a magnetic field. <\/span><span style=\"font-family: 'Times New Roman';\">The <\/span><span style=\"font-family: 'Times New Roman';\">electric <\/span><span style=\"font-family: 'Times New Roman';\">supply <\/span><span style=\"font-family: 'Times New Roman';\">to <\/span><span style=\"font-family: 'Times New Roman';\">the <\/span><span style=\"font-family: 'Times New Roman';\">coil <\/span><span style=\"font-family: 'Times New Roman';\">is <\/span><span style=\"font-family: 'Times New Roman';\">connected <\/span><span style=\"font-family: 'Times New Roman';\">with <\/span><span style=\"font-family: 'Times New Roman';\">a <\/span><span style=\"font-family: 'Times New Roman';\">commutator. <\/span><span style=\"font-family: 'Times New Roman';\">Commutator <\/span><span style=\"font-family: 'Times New Roman';\">is <\/span><span style=\"font-family: 'Times New Roman';\">a <\/span><span style=\"font-family: 'Times New Roman';\">device which <\/span><span style=\"font-family: 'Times New Roman';\">reverses <\/span><span style=\"font-family: 'Times New Roman';\">the <\/span><span style=\"font-family: 'Times New Roman';\">direction <\/span><span style=\"font-family: 'Times New Roman';\">of <\/span><span style=\"font-family: 'Times New Roman';\">flow <\/span><span style=\"font-family: 'Times New Roman';\">of <\/span><span style=\"font-family: 'Times New Roman';\">electric <\/span><span style=\"font-family: 'Times New Roman';\">current <\/span><span style=\"font-family: 'Times New Roman';\">through <\/span><span style=\"font-family: 'Times New Roman';\">a <\/span><span style=\"font-family: 'Times New Roman';\">circuit.<\/span><\/p>\n<p style=\"margin-top: 3.05pt; margin-left: 6pt; margin-bottom: 0pt; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When electric current is supplied to the coil of electric motor, it gets deflected because of magnetic <\/span><span style=\"font-family: 'Times New Roman';\">field. <\/span><span style=\"font-family: 'Times New Roman';\">A sit reaches<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">the <\/span><span style=\"font-family: 'Times New Roman';\">half<\/span><span style=\"font-family: 'Times New Roman';\">way, <\/span><span style=\"font-family: 'Times New Roman';\">the <\/span><span style=\"font-family: 'Times New Roman';\">split <\/span><span style=\"font-family: 'Times New Roman';\">ring <\/span><span style=\"font-family: 'Times New Roman';\">which <\/span><span style=\"font-family: 'Times New Roman';\">acts <\/span><span style=\"font-family: 'Times New Roman';\">as <\/span><span style=\"font-family: 'Times New Roman';\">commutator <\/span><span style=\"font-family: 'Times New Roman';\">reverses the <\/span><span style=\"font-family: 'Times New Roman';\">direction <\/span><span style=\"font-family: 'Times New Roman';\">of<\/span><span style=\"font-family: 'Times New Roman';\">f low <\/span><span style=\"font-family: 'Times New Roman';\">of <\/span><span style=\"font-family: 'Times New Roman';\">electric <\/span><span style=\"font-family: 'Times New Roman';\">current. <\/span><span style=\"font-family: 'Times New Roman';\">Reversal <\/span><span style=\"font-family: 'Times New Roman';\">of <\/span><span style=\"font-family: 'Times New Roman';\">direction <\/span><span style=\"font-family: 'Times New Roman';\">of <\/span><span style=\"font-family: 'Times New Roman';\">current <\/span><span style=\"font-family: 'Times New Roman';\">reverses <\/span><span style=\"font-family: 'Times New Roman';\">the <\/span><span style=\"font-family: 'Times New Roman';\">direction of forces acting on the coil. The change in direction of force pushes the coil; and it moves <\/span><span style=\"font-family: 'Times New Roman';\">another <\/span><span style=\"font-family: 'Times New Roman';\">half <\/span><span style=\"font-family: 'Times New Roman';\">turn. <\/span><span style=\"font-family: 'Times New Roman';\">Thus, <\/span><span style=\"font-family: 'Times New Roman';\">the <\/span><span style=\"font-family: 'Times New Roman';\">coil <\/span><span style=\"font-family: 'Times New Roman';\">complete s<\/span><span style=\"font-family: 'Times New Roman';\">o ne <\/span><span style=\"font-family: 'Times New Roman';\">rotation <\/span><span style=\"font-family: 'Times New Roman';\">around <\/span><span style=\"font-family: 'Times New Roman';\">the <\/span><span style=\"font-family: 'Times New Roman';\">axle. <\/span><span style=\"font-family: 'Times New Roman';\">Continuation of this process keeps the motor in <\/span><span style=\"font-family: 'Times New Roman';\">rotation.<\/span><\/p>\n<p style=\"margin: 11.85pt 8.75pt 0pt 6pt; line-height: 130%; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">In <\/span><span style=\"font-family: 'Times New Roman';\">commercial <\/span><span style=\"font-family: 'Times New Roman';\">motor, <\/span><span style=\"font-family: 'Times New Roman';\">electromagnet ; <\/span><span style=\"font-family: 'Times New Roman';\">instead <\/span><span style=\"font-family: 'Times New Roman';\">of <\/span><span style=\"font-family: 'Times New Roman';\">permanent <\/span><span style=\"font-family: 'Times New Roman';\">magnet; <\/span><span style=\"font-family: 'Times New Roman';\">and <\/span><span style=\"font-family: 'Times New Roman';\">armature <\/span><span style=\"font-family: 'Times New Roman';\">is <\/span><span style=\"font-family: 'Times New Roman';\">used. Armature is a soft iron core with large number of conducting wire turns over it. Large number <\/span><span style=\"font-family: 'Times New Roman';\">of <\/span><span style=\"font-family: 'Times New Roman';\">turn s<\/span><span style=\"font-family: 'Times New Roman';\">o f <\/span><span style=\"font-family: 'Times New Roman';\">conducting <\/span><span style=\"font-family: 'Times New Roman';\">wire <\/span><span style=\"font-family: 'Times New Roman';\">enhances <\/span><span style=\"font-family: 'Times New Roman';\">the <\/span><span style=\"font-family: 'Times New Roman';\">magnetic <\/span><span style=\"font-family: 'Times New Roman';\">field <\/span><span style=\"font-family: 'Times New Roman';\">produced <\/span><span style=\"font-family: 'Times New Roman';\">by <\/span><span style=\"font-family: 'Times New Roman';\">armature.<\/span><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question 13: Name some devices in which electric motors are used.<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-left: 21.25pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 15.95pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">Answer :Electric motors are used in all such devices where we want to convert electrical energy <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">into <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">mechanical <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">energy <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">so <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">as <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">to <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">drive <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">that <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">machine. <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">In <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">our <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">houses ,<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">electric motors are being fitted in electric fans, coolers, air conditioners, mixer grinders, washing machines, refrigerators, juicers, computers etc. In factories, motors are used in almost all machines.<\/span><\/h1>\n<\/div>\n<p><u>26. AC Generator or AC Dynamo:\u00a0<\/u><\/p>\n<div>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"\" style=\"float: left;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"181\" height=\"242\" \/><\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<div>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is a device which converts mechanical energy into electrical energy.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><em><u><span style=\"font-family: 'Times New Roman';\">Principle:\u00a0<\/span><\/u><\/em><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is based on the phenomenon of electromagnetic i.e. whenever amount of magnetic flux linked with the coil, and\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"36\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is induced in the coil.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><em><u><span style=\"font-family: 'Times New Roman';\">Constructions:\u00a0<\/span><\/u><\/em><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The main parts of a AC generator are as shown in fig.<\/span><\/p>\n<ol class=\"awlist7\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 40.5pt; margin-bottom: 6pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Armature:-<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 4.5pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">A rectangular coil ABCD consist of large number of turn of insulated copper wire wounded over a soft core rotating at central axis called armature.<\/span><\/p>\n<ol class=\"awlist8\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 40.5pt; margin-bottom: 6pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Field Magnet:-<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 4.5pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">A north and south pole of strong electromagnet is fixed\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAYCAYAAAAVibZIAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABiSURBVEhLY\/hPAzBqKPXBMDRUWFj4\/5EjR6A8\/GDUUOLAqKEjxdA9e\/b8l5eXR8FMTEz\/JSQkUMQ8PDygOlABVkP\/\/fv3\/8+fPwTx379\/oTpQAdHeJwWMdEOBkVJKXfyvFACT2o8TbnVt9QAAAABJRU5ErkJggg==\" alt=\"\" width=\"21\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0to armature. It is of order of 1 to 2 Tesla.\u00a0<\/span><\/p>\n<ol class=\"awlist9\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"3\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 40.5pt; margin-bottom: 6pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Slip Rings:-<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 4.5pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"81\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0Are two hollow metallic rings, to which two ends of armature coil are connected. These rings rotate with the rotation of coils.<\/span><\/p>\n<ol class=\"awlist10\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"4\" type=\"i\">\n<li style=\"margin-top: 6pt; margin-left: 40.5pt; margin-bottom: 6pt; text-indent: -36pt; text-align: justify; line-height: 150%; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Brushes:-<\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-left: 4.5pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">These are two flexible metal plates of carbon rod which are kept in light contact with\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"85\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0the purpose of brushes is to pass current from coil to external load resistance\u00a0<\/span><em><span style=\"font-family: 'Times New Roman';\">R<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><strong><em><u><span style=\"font-family: 'Times New Roman';\">Theory and Working:<\/span><\/u><\/em><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; line-height: 150%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When armature coil is rotated in the magnetic field, then angle\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"11\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0between the field and normal to the coil changes continuously due to which magnetic flux linked with the coil changes continuously due to which\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"36\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0is induced in the coil.\u00a0<\/span><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: normal; font-size: 14pt;\"><u><span style=\"font-family: 'Times New Roman';\">28 Domestic <\/span><\/u><u><span style=\"font-family: 'Times New Roman';\">wiring:\u00a0<\/span><\/u><\/h1>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/png;base64,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\" alt=\"https:\/\/img-nm.mnimgs.com\/img\/study_content\/editlive_rn\/129\/2012_10_26_10_31_35\/domestic.png\" width=\"535\" height=\"249\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Electricity is transferred to our homes through a pair of wires consists of a red color wire (called\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">live wire, L),\u00a0<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">and a black color wire (called\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">neutral wire, N).\u00a0<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">In addition to these wires, a green color wire known as the\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">Earth wire, E\u00a0<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">is also connected with the circuit. In India, 220 V potential is supplied through live wire, while neutral wire has ground potential of zero volts.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">29 Switches<\/span><\/u><\/strong><span style=\"font-family: 'Times New Roman';\">:<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is a device which is connected in the live wire so as to turn &#8216;ON&#8217; or &#8216;OFF&#8217; the current in the <\/span><span style=\"font-family: 'Times New Roman';\">circuit.<\/span><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Types of switches:<\/span><\/h1>\n<ol class=\"awlist11\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-top: 6pt; margin-left: 36.85pt; margin-bottom: 6pt; text-indent: -13.85pt; line-height: 14.05pt; widows: 0; orphans: 0; font-family: Cambria; font-size: 12pt; letter-spacing: -0.05pt; color: #202020;\"><span style=\"font-family: 'Times New Roman'; letter-spacing: normal; color: #000000;\">\u00a0 \u00a0 \u00a0Single pole\u00a0 <\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: normal; color: #000000;\">switch:<\/span><\/li>\n<li style=\"margin-top: 6pt; margin-left: 36.85pt; margin-bottom: 6pt; text-indent: -13.85pt; line-height: 14.05pt; widows: 0; orphans: 0; font-family: Cambria; font-size: 12pt; letter-spacing: -0.05pt; color: #202020;\"><span style=\"font-family: 'Times New Roman'; letter-spacing: normal; color: #000000;\">\u00a0 \u00a0 \u00a0Double pole <\/span><span style=\"font-family: 'Times New Roman'; letter-spacing: normal; color: #000000;\">switch<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; letter-spacing: normal; color: #000000;\">:<\/span><\/li>\n<\/ol>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; font-size: 14pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">30 Fuse:-<\/span><\/u><\/strong><\/p>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Fuse is the most important safety device, used for protecting the circuit due to <\/span><span style=\"font-family: 'Times New Roman';\">short- circuiting or overloading of the <\/span><span style=\"font-family: 'Times New Roman';\">circuit.<\/span><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: normal; font-size: 14pt;\"><u><span style=\"font-family: 'Times New Roman';\">Characteristic of electric fuse<\/span><\/u><\/h1>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-top: 6pt; margin-left: 14.55pt; margin-bottom: 6pt; line-height: normal; widows: 0; orphans: 0; padding-left: 8.45pt; font-family: serif; font-size: 10pt; color: #202020;\"><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #000000;\">Fuse wire has low melting point. It is generally made up of an alloy of lead and tin<\/span><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #000000;\">.<\/span><\/li>\n<li style=\"margin: 6pt 16pt 6pt 14.55pt; line-height: normal; widows: 0; orphans: 0; padding-left: 8.45pt; font-family: serif; font-size: 10pt; color: #202020;\"><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #000000;\">Fuse wire is always connected in the series with the live wire. Its resistance is higher than<\/span><span style=\"font-family: 'Times New Roman'; font-size: 12pt; color: #000000;\">\u00a0that of the copper wires. So it gets heated up much faster than the copper wire when excessive current flows through it.<\/span><\/li>\n<li style=\"margin-left: 14.55pt; margin-bottom: 6pt; line-height: 115%; padding-left: 8.45pt; font-family: serif; font-size: 10pt; color: #202020;\"><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 12pt; color: #000000;\">Current rating of the fuse wire decides its thickness. More the current rating of the <\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 12pt; color: #000000;\">fuse wire, more will be its <\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 12pt; color: #000000;\">thickness<\/span><\/li>\n<\/ul>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question 14: When does an electric short circuit occur?<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; break-inside: avoid; break-after: avoid; line-height: 15.95pt; text-align: left;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">Answer: If <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">either <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">the <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">insulation <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">of <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">wires <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">used <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">in <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">an <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">electrical <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">circuit <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">is <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">damaged <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">or <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">there <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">is a <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">fault <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">in <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">the <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">appliance, <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">live <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">wire <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">and <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">neutral <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">wire <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">may <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">come <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">in <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">direct <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">contact. <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">As a result, the current in the circuit abruptly rises and short-circuiting occurs<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">.<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question15: What is the function of an earth wire? Why is it necessary to earth metallic appliances?<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; text-align: justify; page-break-inside: avoid; page-break-after: avoid; line-height: 15.95pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">Answer: The metallic body of electric appliances is connected to the earth by means of earth <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">wire <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">so <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">that <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">any <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">leakage <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">of <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">electric <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">current <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">is <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">transferred <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">to <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">the <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">ground. <\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">This prevents any electric shock to the user. That is why earthling of the electrical appliances is necessary<\/span><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">.<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question16: Name two safety measures commonly used in electric circuits and appliances.<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">Answer 1: Two safety measures are:<\/span><\/h1>\n<p style=\"margin-top: 6pt; margin-left: 48pt; margin-bottom: 6pt; text-indent: -18.05pt; line-height: normal; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: Wingdings; font-size: 14pt; color: #6600ff;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">Use of earth wire and proper earthling<\/span><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 6pt; margin-left: 48pt; margin-bottom: 6pt; text-indent: -18.05pt; line-height: normal; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: Wingdings; font-size: 14pt; color: #6600ff;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">Use of fuse (now a day\u2019s fuse wire is replaced by <\/span><span style=\"font-family: 'Times New Roman';\">MCB).<\/span><\/p>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question17: An electric oven of 2 kW power rating is operated in a domestic electric circuit (220 V) that has a current rating of 5 A. What result do you expect? Explain.<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 15.95pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">Answer: Power rating of electric oven P = 2 kW = 2000 W\u00a0<\/span><\/h1>\n<h1 style=\"margin-top: 6pt; margin-bottom: 6pt; page-break-inside: avoid; page-break-after: avoid; line-height: 15.95pt;\"><span style=\"font-family: 'Times New Roman'; font-size: 14pt; font-weight: normal;\">Supply voltage V = 220 V<\/span><\/h1>\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: 16.3pt; widows: 0; orphans: 0;\"><span style=\"font-family: 'Times New Roman'; font-size: 12pt;\">So, the current drawn by electric oven\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"49\" height=\"21\" \/><span style=\"font-family: 'Times New Roman'; font-size: 12pt;\">as the current rating of domestic electric circuit is only 5 A and the oven draws a current 9 A, which is more than the current rating, hence the circuit will be damaged due to overheating\/overloading.<\/span><\/p>\n<h1 style=\"margin-top: 24pt; margin-bottom: 0pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Question18: What precaution should be taken to avoid the overloading of domestic electric circuits?<\/span><\/h1>\n<h1 style=\"margin-top: 24pt; margin-bottom: 0pt; page-break-inside: avoid; page-break-after: avoid; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">Answer: The <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">precautions <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">that <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">should <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">be <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">taken <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">to <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">avoid <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">the <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">overloading <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">of <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">domestic <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">circuits are as <\/span><span style=\"font-family: 'Times New Roman'; font-weight: normal;\">follows:<\/span><\/h1>\n<p style=\"margin-top: 0pt; margin-left: 48pt; margin-bottom: 0pt; text-indent: -18.05pt; line-height: normal; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: Wingdings; font-size: 14pt; color: #6600ff;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">Too many appliances should not be connected to a single <\/span><span style=\"font-family: 'Times New Roman';\">socket.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 48pt; margin-bottom: 0pt; text-indent: -18.05pt; line-height: normal; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: Wingdings; font-size: 14pt; color: #6600ff;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">Too many appliances should not be used at the same <\/span><span style=\"font-family: 'Times New Roman';\">time.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 48pt; margin-bottom: 0pt; text-indent: -18.05pt; line-height: normal; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: Wingdings; font-size: 14pt; color: #6600ff;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">Faulty appliances should not be connected in the <\/span><span style=\"font-family: 'Times New Roman';\">circuit.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 48pt; margin-bottom: 0pt; text-indent: -18.05pt; line-height: normal; widows: 0; orphans: 0; font-size: 12pt;\"><span style=\"font-family: Wingdings; font-size: 14pt; color: #6600ff;\">\uf0d8 <\/span><span style=\"font-family: 'Times New Roman';\">Fuse should be connected in the <\/span><span style=\"font-family: 'Times New Roman';\">circuit.<\/span><\/p>\n<div style=\"clear: both;\">\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: right; line-height: normal;\"><a style=\"text-decoration: none;\" href=\"http:\/\/www.vartmaaninstitutesirsa.com\"><u><span style=\"color: #0000ff;\">www.vartmaaninstitutesirsa.com<\/span><\/u><\/a> \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <strong>1<\/strong><\/p>\n<\/div>\n<\/div>\n<p style=\"bottom: 10px; right: 10px; position: absolute;\">\n","protected":false},"excerpt":{"rendered":"<p>chapter 12 magnetic effect of electric current 1.Electromagnetism: magnetic effect of electric current\u00a0 The branch of physics which deals with the study of magnetism due to electricity is called electromagnetism. The relationship between electricity&amp; Magnetism was firstly given by Oersted which is magnetic effect of electric current as below 1.Electromagnetism SANDEEP SONI\u2019S PHYSICS\u00a0COMPETITION CLASSES\u00a0\u00a0 \u00a0 [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_uag_custom_page_level_css":"","site-sidebar-layout":"right-sidebar","site-content-layout":"default","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"default","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"set","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"class_list":["post-1360","page","type-page","status-publish","hentry"],"aioseo_notices":[],"_hostinger_reach_plugin_has_subscription_block":false,"_hostinger_reach_plugin_is_elementor":false,"uagb_featured_image_src":{"full":false,"thumbnail":false,"medium":false,"medium_large":false,"large":false,"1536x1536":false,"2048x2048":false},"uagb_author_info":{"display_name":"sandeep.soni484@gmail.com","author_link":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/author\/sandeep-soni484gmail-com\/"},"uagb_comment_info":0,"uagb_excerpt":"chapter 12 magnetic effect of electric current 1.Electromagnetism: magnetic effect of electric current\u00a0 The branch of physics which deals with the study of magnetism due to electricity is called electromagnetism. The relationship between electricity&amp; Magnetism was firstly given by Oersted which is magnetic effect of electric current as below 1.Electromagnetism SANDEEP SONI\u2019S PHYSICS\u00a0COMPETITION CLASSES\u00a0\u00a0 \u00a0&hellip;","_links":{"self":[{"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/pages\/1360","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/comments?post=1360"}],"version-history":[{"count":7,"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/pages\/1360\/revisions"}],"predecessor-version":[{"id":4438,"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/pages\/1360\/revisions\/4438"}],"wp:attachment":[{"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/media?parent=1360"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}