An infinitely long hollow conducting cylinder with radius R carries a uniform current along its surface. Choose the correct representation of magnetic field (B) as a function of radial distance (r) from the axis of cylinder.

Option 1 - <p><strong>Image 1</strong></p> <p><strong><img><img src="data:image/png;base64,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"></strong></p>
Option 2 - <p><strong>Image 2</strong></p> <p><strong><img><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOcAAACFCAYAAACgyO9xAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFiUAABYlAUlSJPAAADY0SURBVHhe7X0HoBXV1fW69XV4FFGagoiiCIoFsaAxavQzGo2a3xYTuwZN1FiiESsqX7BiYqIxiVFjiTWJ0U+johLFhgVERUARFBEEHq+/W+dfa8/M44KU+/CBlLPgvJk5c/rsdfY+ZeZGPAIODg7rHKLB0cHBYR2DI6eDwzqKb2TWvvXWW8hkMmhqakIsFkM+n0fPnj3NVVRU2HU2m0UymQxiODg4FIvVJmcul8MhhxyC9957D126dEFlZSXq6urMv1+/fhg5ciR22203pNNpR04Hh9XAN9KcQ4YMQVVVFS644AKUlZWhtrYWU6ZMwd13343u3bvj4YcfNi3q4ODQdnwjckpDSnuOHTs28PHx0EMP4eSTT8YTTzyBfffdN/B1cHBoC1Z7QkjmaiQSsbHmssikMxDnKyrKAx8f6gXy/qmDg8MqsNqaU5M9O+20E3r16oWf/vSniMfjaKprQlNjE26++Wbsve9wjP3tLSgpKWVoj/8iyJkD4nRfp7SDg0MhvpFZO2jQIMycOROdOnVCc3MzoiRsU0Mj0tks/nz3X3H88ccjGo0wpLKQiwR/5Sfn4OCwIqw2ORVt4MCBNu488cQTkaDmLKU6nPPZbDw3/r/4YPoMnHjaqTj79DMRM35SZ3o6oSVNc9icg4PDCvGNzNr+/fvjyCOPxJgxY0JfOg95L48fHn0M3nr7LYx7/nlsvUU/emd0iznKoBVBFd7BwWFFWO0JoWg0atqzpaXFrkVW5ElAjirzkQTKu26CplQaTbW19EoDWbqIhww1ZtYR08FhlfhG2/dKSkpsrBm6hvpGTJv+Ma7/3a147G/34YBhe6Dfpt1RM+EVzJvwGsmbQ5bxRGEHB4eVY7XN2oaGBuy1115YtGgR9thjD9sZFItGMHPOZ/jo01nYru+WuOWKqzC0Z0+8fOmlaKHJu//NNyCzxebIcOxZHtGcrYODw4qw2uTUntk777wTc+fORSKRQCqVskmhsg5V6D9oEIYP2RFd8xHUXn0Npt1xB+KdOmP7Ky9D4tgjke/UhSrbLaY4OKwM32i2VpsQVohcCqm//g2Lrrwa1XNmo9GLYeHAwdj8N6NQ9v2DGMCR08FhZfhGY84QMmkNmhPKZeGhGdn3J+PzBx9Edu7nKCMPK2N5pKa+j4Z/PAp8NpOB0xx/ZpDTFG7QPYTjUW1ZML/V6jYcHDYMrDY5C7Vm6xY+kjMaoUbNLMKi++7DnHEvoHOyDNlcBPFEFaoSMeQeegB46WkGriMxm0hIklkrMHQiZoonnvYRkeT+DQeHjRPtojlDeJrj8dLIvPQm6p5+BZt0647yYbuiqawK6N0f3YZ/F3WpKOY8/CxyU2aihKatXiYzmlNL6ryMzgolT7fk4rARo13JKT2Xmz8fb976F3zy/kfY4vijETn+cMwuS6Bhy36oGHE2vGH7YPxTr+KrJ18HmmjAkpRZaUgeafmas4S0rcjtInLYiNGu5BSV8o3NqK9tQbfvfBflJ/4I6NMD86MxNCdLgN2HoefZIxDt3x8LPv4M+GoxmjNp1KdbkImSna1cjNDEjdoY1MFhY0W7a87EJj0w5ORTsO3lvwK2H0CFGONYswNiOdmtOVR+f18cdP0obHXcEcAmnZGPxpHlOFW7hnIRpmBOG+R95+CwsaL9zdqqjuh2zI9Qsucwar5yRHIJlKVzJFwW+ZII8mWl6Pg/+6B07yHIlpciGS9Bp7IKs2I1c2t74/nHvVbmsLGjXcmpBZW0XhGLK9kIyZXggDKOUirNaDQfDCGpEXlsjkaR9kMgTlaLjP4LZYTC069dC+fgsJ6hXeVfiYle+UDlGRcFMi3q5ahFPZ5Gkfdi1LIxCy8SGqsZUeFp4fqJODhs5GhXciZoyCapD2WekoM+x2IeUlH6ZMnADDUrGZinKyUV7Zt8IievFdY4KoYybprOTQg5bMxoV3JqwjVOtlE3GsnEO6nGbITktFfK8sgERCRnLbyVgJrWSEkojkc/O5qPg8PGiXYlpz9yTJBrHG+SXWbdkmnxCEeWGocmPJSTcgkRMXQqAY+Kk+Rf/dNnTEro7d5bcdiY0c7kFELWLQPbX7/iBRI/1pK4S84cHDZOrAFyLgMyTPtw7eUXmrU+RR0cHFaFNU/OVpCSXh55T+PPwMvBwWGFWAvk9I1T/xtD/l5apzsdHFaNNUxOkpAmrX0MjMTkCeLRWPAtWwcHh5VhLYw5Sc6YCMms/C1CDg4ORWCtkLP1xWzatDJonVHr4LBqrIUxp2fjTfuUCZ0+OG0mroODw0qx5slJbSlC6p9N0/ozQg4ODqtA+5Kz0GYtGF5q5SQWjQHxhB3dhJCDw6qx5jUniagPgEUiysqR0sGhWKx5coYTQsbLQK06y9bBYZVYO2POggkhvZ2ymt+xdnDYqLDWyOnZZJBGn46YDg7FYK2MOTUBFNWYMxZHJCrnxp4ODqvCmienDTYdGR0c2oo1T86Itu9Fl+wScnBwKAprhZxaRrEXqW0iSGNP/5aDg8OK0b7kXEY5GgdFTrsIGMmDm6x1cFg12l9zkomakw1OfSbqPU57n1OeMnF1w8HBYWVYCxNCDg4OqwNHTgeHdRSOnA4O6yjWPDk55nTb9Rwc2o61Qs58PucI6uDQRqx5cto6p5uedXBoK9YKOaNRvc/pCOrg0BasUXKaIRuNIqIv7wm25ul2CDk4FIP2JSeVo34JJbLUNgT9WK7YKGe7EOgcHBxWhXYlp6jn05JEJAf98yiy1JhGWOUmLdq+XYKDwwYJRxMHh3UUjpwODusoHDkdHNZRrHlyBuuctgnBbURwcCgaa56cWuOky+vre1pGcXBwKArOrHVwWEfhyOngsI7CkdPBYR1Fu5Iz3PsTjizDxMP9Qf6f1sNah/JV2eT8XwrlOLjVpwDyztIvn2VAXliBszy00GV04cNPKDghdG7XghKRc3BYPbQvOSmYks1QJI2s2inEXOycMryU/K5lhHl7LEieZMuzpHIiamu59Ef8UyW8FMsc1ibKsHHGivGoYAyosCFB7Yv24Xl4w5HTYfWxUZm1EVIrijRdzioe4V/9U8cRIavCzsRuxvSHLhbRT7xg4YIoXn7Jw78eb8DiRtGuBflIqEUZzuKRlOqh7A2cuO/P/HyiOji0DZKejQQiXzZw+hcnj0SgWOCMmoZcwkOaRPNipWhqTuDvD9TjonMW4IyTZ+DiC9/B44/WoTFdCk+/ORpjOEX1gqa0Tf52Qic/U6XycHBoEzYicoZkISHzdDlehyZpgWLL0yMbaUIumkFDOoKHHmzA5SMn4i/3f4qPPumAGR9X4bZbp+PF5xQxytC+WZxnch5Z6pGkPhX1V54JC+fg0FasFalZ8qL1t61BWF2P2k7FCIqS08QPtZ3/j94iGEqwuDaJv9+/CKNHvYtFNV3QpVM/dKrqjK227IfPZzXhN6MmY/y4Bpq8cRJa79zw31LVtEErnfIMbzg4FI81T069LhaSc13ZvqfiyBlvsjR008h6WaOTfgBtwYI4br+lDhefNwH1DWmcceZgDB1aybHmxzjq2Eqc8NMhePW1qTjzlPEY90zKkqIhTHrKFdYx6x+C6js4tAVrRXOuO5CWDGZQpUB5Ho1n0ZJtRn2LlkqAL+cBt19fg9uun4JkpArnnDcEPzsP6NXnC8QTH2P7HVpwwkmVOOaIwZj3eQy3XPc5Pngvz+QSyHkZEpzpGBl9yiKS4tFNCDm0HRsZOVVdOv6XhpMpmiJ/YokqVJSV4fPPgEt+9Q7G3PAoqioyuO6aYRhxbieUVXAcms4in65FtjmNQQOBMTdui9NO3Q3Pv/omzv7Z05gyKYp4pIKaV5NLIrry0oSTiOnI6dB2bFzk1Owsnaxrf5yYIIlKqPVimD0LuPF/Z+Oxv8/FoO364OqrB+PYk0pQVdZs1mmurhJl3hbwmuM2t9u7TwQjLqzGEUcNwluvpTD22oWY+YHoqKWZYKE0L/VcwnPFcHBoG9qdnIUJ2uhL400O5Gy6xTzafwhms6UkgzYWaPY08FziDIXay19WkV+Cmm7qJODqi6fjj7ePwx67b4Hf37Evfnx6JyTLNBObRVmJviA4D7HIPJSU+uPIfM5D3y3zuP7GgTjm6KF44LFJOGvEdDw/LoN0rozxmDHHs7YDQzNF4W4j5umXNc0QIjHLpTI65eqwDNqdnCJeSD7jhWZY6PKmrvyF/vB+e0EE8p1I6n9eTE75h873kcuxv9AkTsb02ZSJwFUXzsH9D07B3rttjzE3DcRue8TIJ1FIyyJVyJJTO+2dx4H/L41N+ygfgpXI5RvQq1cGv7y4J/bbtx+efWkmzvv5dDz7bB4ZaWnbkEDHsSiyLTySlHL8t6RcRHjR6uHgQHjtCTIwz39pL2OXOf15/RXvw8GDvdnD9/G8WdPMv32hHFss17zyD8rgec10LXbfLnXIpLxcZhFPm7yGtOc98YTn7bvXNK88+m/v8IMnepPeZLlZ6LyX5aHFy+ZTPM95TSnPa2BSdU1MkelkqTaVUTbbxPtpL8XLCW9kvBE/m+1VVz7ibdtvgnfPn5q8FsbJMq90eiHTZWQv5aVSzV5TS8bL+klYuayhLE2dODj42CDGnKaNqXXMUTlGbMlmGVXEG5G4h2i8AhmanU8/mcc5P5+EF16ehsOO3gHX37YTBu/CyF4DXQvTZKo0RyNeFqVJJco0GD+Xb+Rpo3o1mrmlyGRl5rZg112juOZ/e+PCC4bhq7m1+MV5L+LO39eisaUMkUQH5Gg+azY3kQBK4jFElaRv5drsrpZ0rAIODgE2AHJKsmWg8ihpNwFntTQRY873l9kLJFBfn8RjD2RwzcipqK3N4pQzdsWFl/fCljRXgXo6hs2IlAmavZpt1QRPngT1UJrIIhnL0Cwmo3IaRzMss4vzX4xXnToAPz+3J0ZeuieqqxL4zXWv49YbazFnjkzcJEuQYIwWplYXkNEvnoakOaYR7O51cDCsPXK2arM1AZGIiDSzRhzbCZqIobB7JJKWNSIkRm1jFI88nMKvfz0BH0ydhnPO2QZjbuiGgQP0Khi1IcroKn1Sa3sfmeNvx/NJEyEF5XIahMqLBEtIC3J8GclqZtZDZccUTj+nChddsguaczW4bOQLuOzXMzF9GrsGEhSRCsQYNBpjflGORdmZkOp0ymeDMGQc2glrXho0W0tHEzog6BpAa7KyE5WP6T/yK82jNgFEULsggrtub8AVV7yKrxZ8hXPOGoZTTq1E58oW0raOlKO96ZXbZvZoUnqQsNZhmiSoT0uRnOSKltKflFWgSNCEYpjVsQllFY04/NiOuOSy/bHzkK3w6N/fwxUjp+GNV3PIZ7V8U0nHPCItLCM1KU1n47ol5ODgY8Ppqm34XE5HrcfTfFTva2Z4GsfCBcAVl87D5ZdNQC6Txegx38GVozdDj540LY0YVTySmIxtqx5iSYxXTCMSJaGoRT+bncPkSU1obKDJG6WGpXnrRbSpnYFjaapFXwtK+2byeWzSBTjrvC74413b4/DDd8bDD7+NE477J269aS7LIzO8krQvZ1h1KCqng8PS2DBkwtQOq8JxojbSSdwR0Yb0csyencAtN3yBP/7lFXTrmseoq3bBKad1RaKsGZlsYMrm6GjCRmimxpAmx0gypumPUyO2lHLvX9/DuSP+iZdfrDeyGhFtz7AczelILR1JSpM4HiHxcnl2BCnsuIOHK0b3xKmn74Z5C+twxeVP4vrRczBrFimZ46g2WsHwSaapjkLkdnDwsYGQk+yxsaUIJQtTRmMEH74bwZWXzMEtN03Edtv1xR//tD9+clI1yqRctc0uWkJOsgnUCiKbfZIkr+VYEpyk1JiTmjdF7s2cnsOLE+Zj1gyRSDxSZ+DZMY9SuiS9o8gxspRhgumWxjVabcIWfdO4ckxf3DT2aGzSbTvceNMbuOj89/Hic83MTuYy/2lmyMGhAO1LzoAdoZhZ4tQuUblW37ZAO2j0JQElHEKDO2k0Oa1DyE8kkjmq5X1ND0XwyQzglt/Mxt33v4It+lTggku2wnf2jyOe9NOKkUwaO+pKk0a2BkNf3wV85bl28agU5eW9OSrth3gigajNPzEE62XKU6a0JpKYcyzOusa0o4ixafb6NU+ja8c8jvxRGUaP3gW7DOmNxx59A1eOfB2PPbDYNttH4upOmJjUvopi9VPdUyyDnMz04JaVWgFDJ1/bk9Tq/HAO6zPal5wBTF4lIQKlN0Yton8yHYtHoZhJUEMh9AXRoPR4Kv0U3pF7+ZUMzvnZFDzx2Mf43vBt8Yff74Ojj6mi5at4S8qgyos6IpCRkqawXIzjTK1DiuQeTVbN/6Rs1rYD0/CbTMspytVPQ04p+QTzCSuI6KWI5yuQYPyOlXkce3wSf71nZ4y86DA0LKjAL858DeedNxUPP96CRq3kKLGg6h7Hw16w5c/39Lfr+/O7ImP4z/db+q7vHNZf+JK2ToISnk/yqJlRkbOBTsskFPh8go5ECsiu9zE1OyuCaDveyAv/i6ee+z8cePCm+O0fBmFvaky9b+npg13FwrigFCvECVq9Upe+Vm0bSH3TsFmavIvRkq/FgO09XHZdZ1w7Zgf02jyCBx94AWee9CjuuHMa6lRNZuOxk0hlS5HNlzEFOo6nZUDHqEV9O8GfP/adb5f430byv5MUo773uyyH9RXrMDkDmHxJe8jEowiG2lLSGFxGaKLmvRj+Oy6L885+De9OnIezTj0MV4zeBlsNJKVTTTbhErXZ1VVBCUuL+udKm4oUUWqxKMePPjEEEdUCrRL2Yb5s1CZ/kmxxD7XIRBpx8BFJ/Pnu/TDy/MNRXd4V11w9ESNGTMMj/2jC5zR1YwnSMZZj7TXhxEKoQ8qwswo7ptDZYwy0NlOPWHvJOazPWPfJafKvYpZQ7DTpQnnUx7ciKVvH1P1MJoJn/5XCRee9iP++PglHHDEMF4/cGtsMkMA2I5mgVs1zXKhXuIqBCfwS2Ef1UMN+YiYvQu1bbNORLGK30siWINdSAS9XQpLmEY+lMGSXOC65ojvG3rof+m45EPf9bRpOO2kcrh31CaZ8mEc6G6cO1Oc4abAaF0k/Fc9mi/0c/EaRk8rVei3rasel6+GwfmEtkFMmHQ0s/YhRW5cKWmVLGk9rmNJoFFNqnXxg4jZTqTx2Xx0uuuBVvD/tY5xz5ndx6ZV90XMLKV2tYXJcGKFZSGLa8K3NYJdAWd9kszpsvy3QoYs/6eSjyOaLUOPGpf08ak9t9StnzHIrm9Ziy6uA//lhHGNv3wEX/npPdO9ehT//4VWceswE/OV3X2LS21E0ZBK2aSkTDzYuMJ69chbMVKucRlBbqGW5rCNy5FyfEdHu9+D8m0P8owDmKTAxe2WKfm+/iZmnj0AsXoLN7/8TsOUAP2xRCAQuEDKlnfUaeNTYqgINtQnc/6dGjLruBYaI4owRQ3DWed3RtbMmRRSG8WzJQ0cmIC4VI68KK2eCr/FuEl/ObUHN4gi6dS9Bx2rmRls1Gu4OWimUkAaSOrKDCbW3ymGkkvO/2KdxcxpxTH/fw2P31+KuO6bhs4ULsNOgHjj6p1vgsGM7oXcPhZD5KqtAk1KKybKwjvJr/YCZklVWRfYfDuseYlcSwfk3h4RCPCCJbHZWAjj3Cyx+4klEqTE6HvkDoFNXC1o8CthEojSlm5GIV6G+JoE7xy7CmNETqVjz+NVFe2LEuV1RXc0xmlfLWBRcj+MzEVMCKnNUpqBJbBEw8oSzxHFUViXRZZM4kkxSEy82tiuKnExIJjUJ7puiMsWp9UV8y0Rp+HRL52rYTin06FaCHXctw5Z9OiHbWI4pHyzGU0++j2lTgdKyrujcOY6qSj9ujmRsTmdoOgdEt8knkt3nvC4d1lOs25ozLBnT0RsgWUpcJBLHvM8juGn0x/jDH8ejx6Z9ccnInXHUsVWo7MhQ2Xok4ypIBZ0/AWRWnpZESMyoSLIqWCcj6SaRgnFcNk+9FpPwi5hWIKZGUtk3g1YB8tCqoi2BLIfWPUVI31zXUQ1Fuuc1lqZ1kGdZY9L7Zailtn72qRzuuG0qXn1zFjJ8XHvtUY7DfzgABx/SHZv3YQpKgjl4bB+PwwcZzqbVi+k7HNZZrOOaUwTROl6OQplmGiX44tOIffHu97e/g759e+CSq4biRz+uRGWlZill3EaRzyR5RrNPn0dhMaSjtNNHfv6iw8ohZSvNa2PkHMnMU40Oo/YWSdZ2ECkdaSjluHL4nZVvIquBtLGBaXrqJNSB+eXRDGsmo+0OLCPbSssvyrWMmnqbgTEM3b0benXvjDg7jddfqcH4cfWYMaMF6ZYYtWmSjoZ+CbufaAzZHNufdXdac/3GGtGcNibUdL/k9t2JmHnaCMSjSfS+/06g37YUTkF//QkbE03JrgllgbBrBsfIkEUuUoqPp0dww7VTcO/dU7Hj4D646pqdsO/BcSRiop/GmNJEEaQaM7YMEbe3SzT+9Edm0nHFyKs2HkgLRVFq2szMR2oyjQn1S2Naa4wHa48stB9phVD+0pSqp1Scb8JagUKwzfRNI9twYLuKVG5BWwoUVyUoRYqndYuAl8YBzzz9BZ5+dgIW1zRhwIC+2H333tjzOx0xbHgnbNLD7wIS0IZ61XhFg0+1G3My6yBoGR2sEwlLsKTFtM66BGF6S+4XB6URVl5ptDV+IZROWCamFdZBaD0N8wvD6kYoCWGgwjIVYQmtJbQvOZWSPVg+dH0JnfWMTn4Ln552Fi26GHrfR3L2385Ewg+sZQn/jYw8yRwhATXbmMlkSa4ICc0wll4UMz+L4dcXzcCDD76JXXfaBtffOATD9yHpPBLRdu20V6OKgIuRYznikWo+tkaWMMnOgaYt72o7fQy1KMl15BXzLSpb1UEoEJ6vYUVh5P/1eIsWA8892YL775mFt95I4cvFDagqz2PfQzbFYcf2xu57lWJzmvklodVsgkshlAa3NFlwHvTFe+0ztp1P8lZTqoMNQuksvDLr2RILymNpBucheKnQK0aYsoIuJ/7yUJhga/CwHoKOKn9QB0s2DBiGkyskp1WUTlAY3RPULrpHtOb17eBbJKegBkmxmXRMUENKq7CvZ6OoWP4WuRgmvgpce9VMPPWfSRS6Hrjy2p2w53CKisJwLBiP+WLTXrDf4WTho9KM1Mppnv/nubl4Z9J8HPT9LbHzdpWIZlnI8DmvVWgBJc2sZRZHMH8uMO1DYPyLtXj+2S/w8msforyiIwYO2ArfHZ7EHrtXY+ieZejWU3HV8k3+0Sun4cJOJ+MhVsKKBPJozzCAuOcrI1949frd8rXTsvCfsAY3YaBQGYfRW6OuMI2VIZCx1sL6iRfmt4R8wXUYlJdWlmURLkcZCtP59tC+Y07B6sRKsvdRBxSZN5djzqdY3ag/5uyySWsT+IG1tS5GYoqMauC8Tfzolr6789orHi469z38Z/xUHDB8MMbcOBC77R5DOtuMGMMn9FkBQ3s2JjsJdiaWIjWKTO7/HfUGxt70H2y7zdbYY7dOFurbeYbqvjiuzGo7YBodqMD79AWG7lWG4d/ZBP369EYDTd8PPlqEcS/NwIsvLsCHUyNobmQ9siWIx0uRTJQiFme7xWgLRNgRyTTX+Lm1Lv4TkmaTIEf4INUeVlffw3cFT3Jp+MSxGW1zFjH8b87QelIswvxCLSeE5dBylF5k11EuzD0IwbysY+BFa7a6IZgH/7QOUUKihtffDta65vSoOX0ziWBr2RnbJe9RG9Dk0shRb4xkOL567NFa/P6WjzHtg4X4wSHb46xf9MBOwxTeI2E0a0qhiWkSRUlouaJ9YGXiH08TK/EsGhoTuOziz3Db7/+L3/3hYJx+erWZ0/5SylpXnda81pnZzw/qjRWNTTUJpvdZgXlzgBnTgcef+hiTJn2BaVMWoKkujg4dqjF4u54YPLgaQ3auxI47R9G9lyagGJuKOB6TlMp4V5vyXITU3IF98oVQVU2QA7Su04ZOLad4vlZvxVJEln94rzCxlSFMO0RheoLOJUshmQrvLQ0/x8DSWl6wUH7tpsIVW8b2x7fUNbCx9QWCgsbRLiIRU72fJjH+9UgdLr3oObw9aTr+34+3xeixJObu6umbGZfjPprANiNsbs00oG2700ZzJp/NxKipEkg3h3mxHCbE3wJYBJuNtRagFmTHpDbTrLZasUfPPPb+Th6jx/TD3x8fjnsfOgwnnDQUpckIzfOpGH3TizjhhH/iyMNfx1mnf47n/y+P2TOiQd00qabdWCSYlok02RZnTxnTOrHqG679ijCC2p/htHRmWwbl6NeqqkK3DFbMn2XADkhLREt1AIVQ2r4MqO5LO+nOsAS+/vah9DL8qzqxLoWCaKGU3rePb09zmhnrz4CqsdTsErWmhgieeLgJN1z/HuYvrMGxP90Bp/6sO/r11Y8n6J0qBa+iYwOyHe3A45KG/+awBuGfiAljC1LpKlx6wULc/Nu3cOvY3THiF1XMT2VRz6qPgq1NqHRWQh6WCJH5BI3gf8FB1gVbNDD7F34FzJ7ZjCmTW2jmpjB58iLMmFqPmpomJJI5bLZpAttt3wWDBvVCny3LMGC7EmpVoKICKC3XZJCekEgphAIsx/OgOHa0MvgemrnXs/WdILpouCAz2S6LQj6vz8WIaGEEHZmWZUPf1nT8fJd0CsugIJzeUBJBtTqguY5ooeVl4dpQwDWEb4WcCqdq6+Gl7TWuhP0sQkMDcP3oT3DrzS8jEd8Wl121PY4+uQxdOK7SY41rLBrmYSZVnNqMAsjEljygbw5l4ZeReUTSaEmVYuRFC3DLrRx33jocZ/2cnYPt7VWm7WdOFw0rIGF1VjvIQy4gTHgZKnZ5J0KCsEPk6VxNJE1NY+bMxZg8pQkTJ9biww8+Q31tHiUlEfTq2QOdOyfRc/M4tt2+Gv37V2LorlXovhlQyeov29zaLpmlJtJwIxmT5qWfvnQfaFr7GUgbtyb4+LRcRIoqkQLxkyhGg/dll0ZYdkGR/NwlDkL47C0lngeXvJaGpCwyYD5PTWmbq6MsXxWfaYqdkmb6FVKdLJ+jaXueKoEwkW8R3yI51Ww0l9iymnmc9wVw75/nY9R1/0SH6mqcf96hOGVEKSoq00hncyRvKSkctLw2A5hZWYKcJ5POkmk3WIOojHr60Sxa0klc8esvMPaWVzD2tgNwxhnVDCChE4Lxy9oEi7VEOch801qoymONQydtSUfN6YP2CTsZaVQtEUWjZXT+eEp1beEfkXXS2ym8/caXdPMx62MPCxZ5aGxMIZOhdsl72GXnjui3ZRX6b12NXn3i6NjFw5b9K1BZHUFZBUf9JHU8nkdlXPMGhGWvHGQr6ejnZ2NDntDKbjsYL5TY1mceHPVDGX4LFJqwfmB/jZpNl40i20R7RwYPy6o1bX8zSbDVU4EUuS2qfQ1hzZPzvbfx6akjljZrJfPUfHpPUV9Nn/tFDDeM+gx/vus9bN67K666cUcMPyCO6jJ9cIskVngbC/nCJhPHH4P4D12iIFOpfeCnqQdloiTNmSnF5ZdOw003PYPbbj8aZ5zajeFCMpgYrkX4dfcfWjCjbCpEgqnyykd3FUqz4LrWPmNda5eT6qVX0FT6UIiXtJ4+YF9XB5q7sA5z9sw8Pp3Zgo8/acQzz8/E/PkZkrUFsXgO8YSHzl3KKOil6NSpI7pu0hEdqmIYPKAEvXsksVnPBLp2i6GSlk/nruQCh7ExPkZtN5TGirJMMVt3VRv6JVkd5NhXN9GQqU95SGU8tDTl0ViX5xDJw1dfRrB4ETD/y2aWvR6La+ahx2aL8cvz90bnzfSR7yzitq2ShbK2IkyG5dpLplYP7UtOwq8WCaP3m1TpN1/CnDMvILUq0e2B24Gt+/OufsxHIpLArBnAnWPn4g9/eRU9N+uGX126K474iab8G9g0GqFw0GMwyhCFZJCI6Y1/NWKgwQprU/i8Q/8i/Gy7HdOM2lpQzr6S9/Qzs/HS+En44VG7Y49dujIKpdjur+0HqHYIfkyJdTZ6BfVorYadiIw0zHnPzEdCh7DKPoIJE/uAtk7oCjZ+CB6rqV2FIuvkD0nWz9OY+uGX+GRGLYXeQ/1iD3U11LJfNaOmsZl5ag02g6pkGbp164BOXUtR1THGcSvN3ZI4ysrLUVVeYpqr9+YxlCQ5XEmw69WOrhj1V+nXO7umVBb6VTeJqr5qKC1eW9uETJZkpAFVX5/jkCiL2sVR1NdlsWBhHb5aUIuGuhRamhPIZpKtFj7wKQZv+wEefPBCbDu4B9NlTY2cQRsIage2sXVmRlq2Rdg+do+QiITXutcalydqQ5NN3hThJSNh/DagaHKGwTR20B7Q999/H5MnT8ZHH32EpqYmbLrpptiiz2bY57v7oEe3vjQf8shE0yiZ/CbmnXkJ8s1JdH/gNmC7flZtGqp47x3gmos/wPP/+QS77LYFfnXZIOz9vRh7V83bioaaIgpQWMqwksX6CaF/EX45anWJrfRShI2rZg4FXPDF3u/xl0zfLx+ikh9VqawYPskUsrAwKwAFwC96EWEVMAwW1ldYnt8KUDhkUC1kM7RQU6XpWhpJjtoMFsxvxsKvUiRSDq+/BSyoyaNmUR0WLWxAYwPlINEVGQ4P6uszdp1qzqC2aTHzVzuqEIVuWaiNVYgwbNiWUsEieinTJ9ETKY4nI6goj6G8koMeWqpdulaiU+dKbNa9A8fLMVRXp9G791cYOnRzdOhQYWvYSr7w+QoiZpb/ZLHpdTy98yB7unnBPMRyWSS7bMpxfMKfkFSDqFzU2hF96kIz3DYnIm9ea6wtqBptQNHk1MvS4UvTDz30EK699lrMmDEDPXr0QDKZxOeffw4v1Yhjjv4+Rt8yBl26bIEa1rzrp3Mw4+Sfo6mmFoMfvBMYOFhzZJj0AXDFr97DU/9+BcP33AVXX78jdt1d2k9jI5Gz1FbuAn3oP5MQxQpbYYPLn9fFRPEJpcaV80MpjK785e3wQqHCVFYExQxjrxi+ialeelXpFQ8ltbz6CqG/cg1FftXwlyd8KVNqS8zhQrnTCFhp6lO8+uavtK/GtA31oHZLkcgNWLQ4i08/z6A5xc4+rU3/NDDVoWfUTswjKJA6hg5lcVCxWpb2ZUMeO1bLnI6hqjKJisoSlFMT9+9fSrPan2EWMWVCR8kLbSCzn8DwkzTbS0MlSb7urwgqieqho6b9sotq8fBFF6BjUz0O+MnxKNlrGLyKShYrybT8oUKYid86lJXC51lwWgzaZNYq6HPPPYezzz4bHTt2xLnnnov999/fyCmivjpuAsbe/BvseeAw3Hrrnajo0Anxt9/Chz87k2XOY5sHHwZ69cPE/+ZxxeWf4LlX3sSPDhmKX4/qh+121Lv9NVYhjlKYmajJmhZfvOJQ2EBh0kv5BRe6py7RnC7U+NLkLJN9bYDONgEsKV+YTGGJzc+eWnh3RVjV/WVQmMmKoDDFhCs26zAthedzsUubQKCXtYNu5DgGbOQ9VVrPj9LvxREXW0Lzjrf0WK0ZeSm0PubwGJaJ14zlXwZ+Ooi0NqKwC/kWHMmonO2g0gxtmsT0TWd7S4mBInnNJqvQChwUSLA6BAWQV45dMVmtebU4e5j8vPl4l7L/5T//he222hI9f3AgEvvtDeyzP9lLLUwtq0GWCC3Oa5bELOYgSatIWyByFovGxkbviCOO8Hr27OmNHz8+8F0aIy8e5ZWVdfIee+Bp/3cnXxvvfbTbIG/G8AM874Nab+Kznve9oZO9Uvzb+9FB07wPJ3n2E5UZr5ZugZf1Ul4ml/da0vTjjSzvrW1nv5tpv5mp/1mWS7/WqV/11C9s+rd0T0f9EumqHKti8YpxCrsqt7w81oZLs85ydk6XYkOlczle26+jmlNb6Z9+19R3/q+lBs3pO/7xz/VPsVfmlJofv/AZLX2tp+Sfq2xL/AudwuQC59ejmQKm8zB93/k5+iX3n0ktnX6J1UvXeN6Tj3tffe973nsl5d67ZP3MPXf1mv5xj+ctnM1MmrxcPus1Mryc2shkKSxEG1GU5gyDvP322zj44INx3HHH4eabb271l7mrc/We7035EIcfdix232lP3HXnDUjMnoLJv7wOX8zrjbr9zsUfJzRgyvSvcOQPtsOI83tyUK5OqolOn9/owNQ0bU8/Ji1TJOwM2wOFnexKoWqpbupJbcDlG3NydqVeNZ9iAWV0r8QuCmHtJBfAEmJKhYWxIBq80Nk5/4Tx7FiAUN2sCpZGcB7C6rMM9JP4Xwu4HNjrc4TSldrScoz8cnRWxkAbWT0CSLOqvOHLCRZMcRkwo+UwpVVQpqC9W9tGlozeqVV+umcz03S21VCJ0dnvzSiOdBUhAVJ5rLzKP7gOtbvKq3hKS8lI1ymMQccgXFpx+HyVl7aJ5lje2lpg4mRknn4Bi174L5oba1HfrRLdDv0Buh17PCI77AwNeG1TJfMvjWufNp+qvWnly4qt+RaBNpm1jzzyCI4++mjcdddd+MlPfhL4FqIZLS0NOOTQ47C4phHjnvsXquYswNM//xsmTOiAifnBmJ5pwSk/3BZnnd0HHfqzsrFFjMeKt7DgtieTDSXp13awHEcvmidXXYL2amXuKv14Yg+E5wG8lgzlRoITeOqgqUibFShAczPDkXxmBpWwRJVoyZUySf22SQbxSB1i0Tp4zQzDsVKYntq8ubmFxdHYjBf0kCUTTWcRbX34fmh2qCzeEqc6xEyQaT7xXA9TXzVg32t1CoxIO7fcgtlL9u/+0cL6YfyPqTEc842YgPIyuBf+leAobSoE44pGz1amIB0/XT+srpVnRDOlfB7aaKDXzLRWqnpmObCUUyp6Sdze6vFylkY+GNw1s03zjGflYGL23m4qRgFU5srI7+D184rKy89RYzbe0USLymFeCsuRvghjaamcats8TWfJEGti+YR1Y2eva9ZLZm2Ug0yqRaYWQmf26oV/aWVhPNrciXwUJVoX5r+WuIeUfnyZ/C9vbEKvpjSq5i2iDDQhR9t1Dm3f+YMGofPxx6PfySciX90RVJZIxJMmA4K1o9qHRz2jWOtLG8tHm8ipiaDjmbnI+eMf/zjwLYSEP4OTTzoDr09+Fy++8By61pbjH+c9jX/8cw6+oqBvhnocs8NCDNp8Dppb5rJLocb0qqmI+FCiDXTsmYRcB3uwNA786wASDDV68OzsaIK5PL+CqhlZGNdmAoKeS89B6UmIQpgw8KFIHHIMl4mWIR3piDmLMzYTWRrPoSpWi8pYHZIUQHuWAdTw6XTaBD8ej1njx+lS9fXwSBQrn8KZ40NiOP0zUtBPb4f4s7+8ak1XD5TjJaYd0+KgwrBujGQJhb2wvoCgsErLJyfTpBD6H7SWUPppWLsoTYtsUW3c3JqdeTMchV7h9U9xRaY0m08TYFYWFkVpGwGVF9OwsIyvn1G09JQWw+g8xnx1z1/wV0l9QbXcePC//BBBSh2ezngtMmlCRY9RxJSfOhLFzuXY8ShPI5xfpoyILbIH8QXF9WWBeTCy3sbxSGwrn0FnWm8Nzv1oPqj1KrIRlPPRZVjuOuqL+mgeVcyvL9OvqK9DvrEFSVI7FavEKxzXdjjySAy99kpEu2+qSmHCWxPx0Scf8zSGSa+9gZNPPBEDBw60MrUrOR999FEzae+44w6cyEy+BqaUqcvg1NNPxXuzPsYzTz2BTao64Yv/W4BHbxiHOVOnok/5HPTNvYaKplksYBTJSCldGRuTGinazMamJtOTyMeRTySR91utFapQ2PAh/IfmP5QQ8vN7Wv86bHQJUCskVGqgZeLqB271swz5aA6ZmAb5VYiUd2ev2YFClmJ5a/hApPGXaM0Q+vaPCQHTjcqk4XlUU4lJ9ep+GB0SJSV2j0xjO7AcKktZOQ0GxmHZWx3DmFMdmbaONsXIg9UlyD6p9HjPCK80mUuuLIFcQoTxy8QAPgnkCEufR5vtD84tfRZQe3JN8EUmtRGPGW1ql7ZUnZQcwysnv0yKx4iKm1T7BYKnQESeFkuE5fbr7JdRvw8TlsXA82x5eYGfCM/wyTKeaWFLnahaj/F1Tz2jslHejKPQYYZ+EvQr/PU2a0c+l+bCDt9Pz5Z0rKf18zACl5T6HxQ3K53XzEvfTI6lGebTWWh57BHMGPci8jUt2GLYXqg87mhED9oPkZ7dgZIErYk0zjrnHNz5pz+jz9Zbo/cm3TDqyiux9z77KMFVok3kfOONN3DQQQfhwgsvxCWXXBL4Lo2aT+fjh0cegapem+OBv/8VlaVxeDT9vpy6AJnPF6FjdjESka8QK6W6j1LotQCOBgqDzBk9OHZPYpW+lhfTlpJSP+EA9nApKEsheDhLwcIt45eUcBXGZdU1Fmr1C5oipyfOp2JvY9AvUsljZ/qxPNKyXgsdNbzyXbLYszSUt2XPP/Fl8lU2EvhW0MP8VBZdF5Q7rEOYlmAdllxQXmHZuuqetYvOw2OAgmg+lGlBAN239Hiio13T6Qt/reUL/eVREF+yTfOvNRPrIQmFC8uoW7JijPS+lyHMR7DogUdhmDUK5eeT06+TVdauaI/wimWurUfq6Rcxl4oqPWE8UhxfVx/+I2x66CFIDt8DuYpKDlVpzrKuMVppp1CJPfbPf+Dm3/4O/3PQgehUXY0SdqRFQeRcFaiC7bho0SJvzz339IYNG+ZNmzbN/JbFA3+529usuos3ZsxYm23VXF7Ga+CxhXfpkQ/nxwohP81tFSKcP2s/qBZLZuX860K/8HoJVGbNu2kmUjN2fin9iTc/Rhh3ZU7hi3HLxgvLs2wZFbZwFnV5TmGWrssqUBg4zDT0a71HI5alKLy9lOMf/9wPF87XhjOfcoX1K8aFbbO8Oha6MNzy0ljWhWF9pxnbcCZX/zLmbB43xfCM0MCrlHKpX+TNu/EW76le23j/7tjV++LIIz3vwXs8r2aBpax6Skbq6VQm4YRjjvO2H7CtV7NwUeBTPIrWnFmaJXGaXDJtTzvtNBxyyCH45S9/if79+1tPUM9x1bhx46APK2i30D333ose3bu3xlvXoWYws5DHxsZGNNBpIqGZA/4OHTqafyKZtJ5P0NhS4ROJYIbQYcOCFCjN2TQfr15z1SZSb84cPHvCyShbuBg7H3s0Ohx1KLBVX95ZsXxrAnX69Ol46aWXUFVVFfgWh6LJKWGUIIpsmhC67rrraKlFsTVt6bKyMnz55ZeYOXMmdtllF1x++eUYOnSoCbQmXNYncgra/XT//ffb5gptTVTnU86xUGVlJY466igbd6vOGtQXbaI4rF8QK0hOvbyRpnWrLjhSX4eFr45HdXUHJLYZAK+qI1LREg12AgP46xA5aWUaOTt00FJh8SiKnCKkJjh0DCc7nnnmGTzxxBOYOHEiGhoa0J1acu+998Yxxxxj2nR90ywhOdWZnHTSSbjvvvts0mvzzTe3es+dO9fqOmvWLJx//vk27nbE3IAhVkh7sr/WTiZ12/ayg716pw+c60q7nuK2te9bI6eta5GUIpy0SahhBI5D0dLSgi5duiwlrBJoYV3XmiEpw3NBy0XPP/88nn32WQwePNj8hAULFtiWxddffx2PP/44tt9+++COw4aGkJv2kk5AUi+qLab+2yr6XlPci/n3feYuF9+EnCsi/FKQppTgimiFxBQ6d+5sm9+XJaGu1wdzdlmofupkVGeZsoLMV6Fr164YMGAA5s+fb9aCw4YNWxEOiReQVB80oWTbL5Xbyyd0K4LkRgpN3AllqC0oipxCaM6uCCu7ty5DZAw1ZtjxyFKQ5teuFpFQE0Q1NTV4+eWXbZfUkCFDzHQP4zlsiPB3Ddk2dvsIGF3eszXPuL7NFNi6WvtcFpKLkJSjR4/GPffcY/MVbUWb1jk3VKgJCi2CM844A3feeaftI+7UqZORdd68eXj33Xft+sYbb8Rhhx32tXgOGxCMFSJlsOFBlyKkffqFxzhHnjxo8KbvRS6r5SQzeu+5tNRfp1dn31ZLsmjNuTFBVkJowi9evNhIOWHCBBx44IEYP368EVON7Yi5gcPUov+qoF679igXiNPZ5hNaXCKv0XNp/RbqOw2PJCfSoqtjWTpyLgcyYbt164abbroJDz74IJ566ikceuihNkn06aefWhgR2BkdGzB8/pF+mpWNmUuTLlKedo+PPs7nn+TJsiRSpy350LBIMqLzNTrm3JChBgyJpkbUGqZ6O5kmFRUV6NOnD0aNGmWEvfrqq21CSFCv6LDhwhMJCZFEek9HSUnoLx/7mYrlQPKklQ0tJcoKc5qzHaBGDRs0hIi6zTbb4JZbbsE777yDCy64wLTr+jgb7VA8xEFRSiv1odO1jWZs3zKfv5yFXBrh0OibwJGTUEOG40f1cAsXLrS1W2nO0E8adb/99rPdQffeey+efPJJu+fgsKbQ/r8ytp5BmnLZiZ3wa4IHHHCATYGLvILCycTV2q5M3759+7auhTo4tDc2+qWUkJw6hufSkpoGl3kr7SnNqfFl4Q6ocAZudcYSDg7FwJm1y0DkFOG0PiWNGZKvkIQiqgjsiOmw5gD8f42wDpInduk1AAAAAElFTkSuQmCC"></strong></p>
Option 3 - <p><strong>Image 3</strong></p> <p><strong><img src="data:image/png;base64,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"><img></strong></p>
Option 4 - <p><strong>Image 4</strong></p> <p><strong><img><img src="data:image/png;base64,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"></strong></p>
5 Views|Posted 7 months ago
Asked by Shiksha User
The question is closed for answering
1 Answer
P
7 months ago
Correct Option - 4
Detailed Solution:

Using Ampere's law for long hollow cylinder carrying current on its surface

Bin = 0

Bout=μ0i2πr

Thumbs Up IconUpvote Thumbs Down Icon

Similar Questions for you

There are two types of electricity - static and current. The current electricity is divided into Alternating Current (AC) and Direct Current (DC). Based on the production methods, electricity is divided into - heat, chemical, pressure, light and magnetism.

There are four types of power supply - switch-mode power supplies, linear power supplies, linear power supplies, and programmable power supplies

According to this law, at any point, magnetic field due to a tiny current element is directly proportional to the current element length.

Tesla (T) is the SI unit of magnetic field. Tesla is named after Nikola Tesla.

The different types of magnetism are - Diamagnetism, Paramagnetism, and Ferromagnetism.

Taking an Exam? Selecting a College?

Get authentic answers from experts, students and alumni that you won't find anywhere else.

On Shiksha, get access to

66K
Colleges
|
1.2K
Exams
|
6.9L
Reviews
|
1.8M
Answers

Learn more about...

Physics NCERT Exemplar Solutions Class 12th Chapter Ten 2025

Physics NCERT Exemplar Solutions Class 12th Chapter Ten 2025

View Exam Details

Most viewed information

Summary

Share Your College Life Experience

Didn't find the answer you were looking for?

Search from Shiksha's 1 lakh+ Topics

or

Ask Current Students, Alumni & our Experts

Have a question related to your career & education?

or

See what others like you are asking & answering