Product 'A' of following sequence of reaction is
Product 'A' of following sequence of reaction is
Option 1 - <p><strong>Image 1</strong></p>
<p><img 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" width="111" height="146"><strong><img></strong></p>
Option 2 - <p><strong>Image 2</strong></p>
<p><strong><img><img 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" width="107" height="154"></strong></p>
Option 3 - <p><strong>Image 3</strong></p>
<p><img 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" width="109" height="232"><strong><img></strong></p>
Option 4 - <p><strong>Image 4</strong></p>
<p><strong><img><img 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NMhC2ERgddnmCbFkOQ1fvoA+WhAXRMyBaEKa5vhXhIRDrLHCpfVHuns091OESQEUgySCtmNBEqN5AiwRTQMUnAgLXA0IxzZAoYY92Mc+ILsj9yivm2RVSOWXnyJMqqA0iEbHdO1VB+R/A8MBciiAUkKQuPOwQxxUC1wgKVSPHg7RUlva/EkgqkM7pqUYDCJolY3rJZvVzSMrtEA24gysMYZzv4Ug2yDlBkM5Eoqbo0JZY9T6STTOoszyUJmFIhQOmkJtRNgS2hQpHCc/tWhNKo42EluHaqoHbw33BdtKEebUASt0jxOxxG1l7NwP8SQIUGSNE+TzEQvb1EQyQJsEQ2DFAKJ4MIZ2o0c0Uw5Z/4mxJJxpJd+gc/G3Y9XbhuDthzpypnvYc51f0dqzhygugouxRCqhCuik6r3iUqviBABKb4RDeQHxrn6g6SQali3ARuffgGv3PcgZs6cg85H9UHXY/tg/aw3seKtN6haCnDQaaeh05Azgfa7IUH3tZzXx1CIYsqXQIN8MxoEKbT8FKKFqZcXo7oS1a+8ikX/ehbvPfAImrRujX0HnY7dzj4DBXvsClR+gQ3PTMGboydg0avvosvPeqHrsLPR4pRfIN2yGTJmaUbNMQnX+mFtAA91Twrlluvuqd9zgk4r+FGJTNqWE1wobAOld+aFNHD8r2z0Vu0C2gZF3EsvXIqF9z+B1+9/ACvXr8fx55yNLqf0R9EhB8PForQ3MsyjnG4qCbSqEksefRozR9+LJfM+wmG/OgHdLzkf0UMPQaa0CSrTGRSFo4iKGCqvphe4T8jTVfmSKN63ARSbhVSQl8yDf33DUcbfih+GFPIBBb/jtM3Ka532C0xy8LQcHQ7pI2mSBrD3VNtAaEiY0NF4xJqlWPv0E5h2+z348r256HHSidh3yCA0O/EEeiIlSMqziOgn9Sw6lUE8nUZRYQHlgUPi4zmYN/JWfDr5GayJx9FlwED0uugShDt2YCEFLFOF8L+taikPlu7tshmqUwhRv9IK+iP7hmlUX4OWR3VOrK6JbLioc1LU9F0O1E81fZVzsooDH+FIxtSpcaoJJqoupO1At7KY50IVm1H+6gzMvOtefDx5Kpp32BMHDu6PjkNPR6ZlG1RwFEK0ERxJUBKOIKKR1NcgNLAGFlZIxiTWY9OsGZhy+51Y8sIM7N1sd+wz9BzsMag/sNsuRtgk83CSHFmihKS0HOsiUlo5PhzPyPPRZR6RreIKJKYxs4Gjzkkhc1AenzJVx3pdqn12WK2SdE9LkjjJKqS4Ey1QqhQiyUpUzZqF2ffehw8eexKhghIcMeQCdB52JsJ77Ix0LExCcVbLZOSUjWlwqIZUgIsUmh0aoU4KRVgDDTj/xSIZhDauwaZpr2L63/6BpfMXYZ8ePdDtzAHY+bhjgF13sSVylq6aUgXxT0p/eKS36ftjzXp6t9iYn8q1FhMmOvTCFF3dsPGDSIpUttvUPRo66yZ1Wi6MDepISoywXlOUQqHjNP/0U6x+/mVMH3UXFiz6DEf2Ox4HnjcEpcf2pX3o5WEfSUx7VEvTLY2SJOvmzMaqTz5B+95HoqBVa2RoM2SoQDTIeqGLDXJGaxrVcIvn4fMHH8WMex/C6vWbcehpp6Pr0CEo6N4VrriIdVfe9FAkwTTm9FxqoF3V3VrIQDvGZSWH6JltbcOGSFH3yOg9fNl9InuoGL0KNMW9JP9WZhLc6r2PFc5tWuY2TbzPPd37EPePWIH752GHubWPPujc5hUundnkytPlrpqp08pFb/or18fX9L5IHqeq3XN//m83KBx2Dx91jFv7+ATnNnyhRC7Of5WZlEuxYNUhnYozj83OVS12la897qae1c/9o6zUPdCxg/v0L9e49Nz3mX850yZYXpqB16ju2eutASpf1bZXeKa5SVo5GWthw8cPY2j6OXJWSdVKsMdTafuImkSuhLQnT6pRkChHfMZHmHHzGCx59kWU7b47uvY/AXsOPRvo1B5ximRdUeg4e7MTVvc8JHiqsnmXUj1Uvf8+Phw9FmuemIzVG1ah85BTsf9FQ1Dc/QDzXRAqMqmlV8NrolelN6CgIIFoeRyrn34BH41/FHPfnIFdOnRG719fjmY/700XdmeqNU8ieYEeEsvWzTQTFoKECS1RtUjWSLaKDRo/HCk0YAy+faFSJMwLXIJ2oGLYu1/Mx4JxD2HK6IeRqEyid7/T0f3CYQh13xupwigH3FNABWRAmMH3CDwtrpUL5e1oWSQp6qkatIL52tuYfedYvDRlCpq32BkH0EvpeN5gFLfbi9cVIc1MEhWkmZbBo/oCET2VMHNc9SU+f+gxvDqKHs6SL9C977E4/LKLUdTrALqwxTQvwqhmslAohhISxe6yqiJiAXkj20W7ASm+BeozzR5tNbRRGoJRx5hUNTIrlmHZ66/igzHjsOiNmWh9+OH4xVVXobRnTyRKS1BJ70HPQ+hDCIUSCbTok9TrHh08SsgcDGskmCbEkhKu0pbAYywxuqEKm994D+/dcS9efu5ZdDjqYPTofyLa9zsJaNeJA0x3VV4Kr03GyKWIyFqN4kQSmQWfYTYlzusPPoxdGjdG10ED0Om8MxBpvyclQiEyNGSTZHuRvBRVRb2XJcaPBiJFXcNXu/rooYKOqfydW7XCbXh2knvttH7uzxzjcfvt69beM8a5tfq80maq6Ur7u1n2Bg2GdIJKW99ppFKnBcENc0tXUrlX8kgfL2EpTJKJp1xFssqtsxzipuN1hVu+1G0cO9qN6drZ3VwScm8PPNFVTJ7o3OoVvI4WAC+nueEquS/bQWVYjRObXGL6ZPfcSX3d/zUpcRP32cetGXm7yyyaxwuqXMJsoWy7ZEaYKfHjsCeEbZMUllJT0xPcBul6yQLOFoly/dNTUbYoRckQofINpR2q536CheMfxNP3jkNZYQF+ecYA7DLsPMQ6c+amqhApNMeS/6j5pScUOP0kKJS3uZzmdjLwlNxHygTP9WSiDD0TqapiVksPW1VbrRIoSW1C6pMF+HTsOEx76EmkKF16ndQPnYeeicYHdqMh0BguE7H84tk1hlCqkiopAVexHsufnYb3rrkdS5d9jpYHdkffK/8TjQ7tAZSV2Ufh5OFE5IpyX++jVPvVE5514eWnGNvzTnlQ8+optp4USmWSmzvhCl4p946ESNOFc5TBEQpxkkX/aAUw0M1EFbD0UyyZPBWTr7kJjSoyaH/4MfjZ5Zei9MhDgJi6KrenBK8jv75kKDCNksnCs61Ofi0Bq6fBSFmsI1ltYEzGM9DdTXzwIWbfNR4fPvoU1sU34NgLB2P/ESPgOnQhiUpIgwhr7hErbG+vlY7h9st1+GzMQ5g1/j5UrlqGvU46Bj2vugQFe++DdLSMTS8VJzg/RBLvHo23LuvpFFVX08SsbjFW0fVY3WyjpGBSrQyx+9TmFPVq3Gxuzsm0pEIKxTTatISDteux6pkXMfuOMfjo3Xex+0E90OeyC9D82GOBJs1ohGpByPv8Yl3Bk1Mkoy9pSCxtEhyHTKYchSJsRTWq33wbL992G+ZNfwktOrbHUcOGo02/XyG0265I0oiMc8TCHMAiNlWrlkbEeDXcJwvx+q034bmnnkSnNm1w7PnDsMvJ/RDeY1faJZRqTB2mNAuRULEwPZ6szaO+kttiPhcrpGeLa32Lp15hG0gh0c1eEtPV0+EIOyKMcp1yaZSy4wqSSURTCSTfeg1v3DkOLz32JLp27IZe55+Plqcej3C7XbDZZkgURRndmyCdcheGvic80a2VRo8QOtTkrGZIU5XpxlpUD+BIymxYj5WTnsaLt9yBVR/Nx/69D8X+lw5Hs6MPR6qsBVtaTHJxoDmS9KSZgZbk2WHr12Hzex/ilb/egI9ffwntD+iGo343AjsdSS+lxZ4ssoikYA1CHHbTfVmoDpwwUmsykr2XRtdPbCMp0hQW0p+iviSFZEaGer0KRSkK74VL8OXEpzDp//6GokalOOD0M9B1xHCEO7VHJhZjh0jLc9BoY5RSUkTrkBA+PA9FioN5s2VqXIJRuh0i0U5jFUW6ecb4cIoO7oqVWP7gA5h61xis2bABvfr1xUHDRiC67/7ING2OarVVtkKKri/ra1eyK9yK1Vj6+KN4/s7bsXbJp+jT9wj87L/+hFj7/YDSJhQFdKnJogQloRSZVlQlcDJUZ7I9PJujfmLrSaG+ZspqzhpdoKepI3bzgqpk+RdYMWky5ox5AMvmzkf7Iw5Bz8svRHHvQ1BdSjeOOjfDeVqozsnmIyNN9ybMNKgzqGaeZSFRLih7PeSrVtp9MpGDoxPnGasKjdxGdEcTH32EGbfdhflP/gsFRcXY9+QT0OM/LoTruBc50JhtlVIM2doLOW25FyQqkfj4Yyy8807MfvgRrGneHL37nYZuQ85DqNNecCVawo9S6hTwXwjFIqd0iC42HVs/sfWkUGPYqM2kfJSdWqzvS2xaj41vvIapN96E+a+/g84d9sGRQ4egBS17lDXmBZy3IgC7JKL5opL8oNFS59Q1KSTvmac8IBFDM1JrUybofKhcQgMcD4tCoDhX4zYj/tpbmDVyJN6f8Rpat2mGbmcOxB5nngs0b4lEpACuqNTMT2mUEpYQSfGoshyJT+Zh6h//iCUzP0asaWv0HjIEe551MtB2Z8QjJdiciZqkKSGjzPYtqNOG1ym2iRR0xZGK0UZPbEZ65mwsnjwNT94+Co01Q04bhI6nD0S0SwekStRdJA8v84x//lEf2JJxDizO260TqCk0eC1PkwiSBp74/hohRQqlpSEota8qyt41qZXkIK9fhYoZr+Olv/8db7z+Lg7sdTiOueJyNO1zFNCsuUxZu4Ga5gURxxIySRqWvHbpR9j0zvt44ro7sGTOBzj26KPRbehZaHxcX1SWliEZDaOU6eqxkDBsPSkkMx0NzWgVKpcuwsRfDULlwi9wEGdSh34no/FBhyK5UzOUs9GNOSvVcKljdbj+yiWzJ6o0x3wi+Nu6gpoiiSYmSs2RCWqc30BPj3uFppkwwvThFA1C3Q3l/wR3dT8lTOunUYYm4cJFWPbsy5hxx32Y/elc9Oh3Io7/r9+ieK92yDQqQbywkLkUUJXSlWX/ZEKr6U1RxcxfhaXPTMPcMXdh7bo1OOmGm9D0jIGI07rUtKjvpGA/bh2Sadrvaa1PbnSV77zoHmnZwk09+BDnVizz7iryXwUNhRXxlLNkCWd3FXXvUHcbbbVQtxp1y5Hw/v4A0DKjH+zWrHdPNs3g/dOe1kOzdzYzSZdJMnEyw6qlXXkm4VamNrkKprBV0XilS8350H3w3//tbtprD3dTm9ZuxpDBzn3wtnPlX7pUqoJFsJwKZlFd6SozceZMJFJuybXXuZvZxcuvv4nnE8qN5emvQv0F58fWIUP5mgjrCcoYwokomoaLESlqRLFAHRvVeoV3r6IVZ0qIKoZWGGMSiHEGFXIm6qmoNC29JHV4ivPU89o9OVJXkERIskWa+CYQ5I9mqDyoJvRPz3BrlmpbSB0fy8RsXaIimkZVlHXOVKKEbnXLdDFKUjHWLoIEvaZMt7bY7/9dgeH3j8a+B3XFjIcexaT+Z2D+1dcj8uVK+wFShlIgmilmiJnNgYIIKluUopKiIVzGesSSjFfbtc7jy676ia0mhTpTP5vQ3whdtQjdCN3xREy3tmVIym5goE5f9fA9eH/srbRB4ua2amx0TipE+l1GpzS9L8rrCspNuVqjdKAdIwj/GP/9kAXTqD4x/tUabChC/yhK4svAMPdT57UgxREPN0LpoUfh2PH34JTJE7Gi6c54/u4H8dRpQ/Dl2LHAxqXspJT1k78GUck85KBVVm7gOa3NsO1av6jnyOmhb4cG1JZqrSdl1WcQEwnocqlja1b+qqsw5dqbMXn0WKTXr0Uio+cmPIngO4pKlqvf6xKWv7fr7eSGXGQTikSUfRxMOY0cMLYHNAh1XpdY22wgZT8UIV22C3bt0xcXPD0Jw0beiXg8iV9feCFeHTeG0iFt/PN/vOwK5IYzq+w7NPTEgO7rqCfrM75X7bYkBKmI7SPu1LPs0AiKI5yHtkDQMKHhjJMdcl9FEFHFHr7bqQwlJ/0cJ4+/C0Ovuxatuh/Ec6JYDmjIbqmP6jvqfLS0WrdTUQkay/0MaSGbfaOVw+znEa2TGKltQ+gw1VET36Qbd2QbyeOojkbgiiMo7NoFfX97JTr37su02YY1cPwAU5gGZzhiBiaqZLyxkAjJUUtaNJS+E6mlPPyHxUQOGa1pKp1EpIj2kp4nC6Ei5eyprh8D6rwV9GhQlKI1Xk4VokfjtaSZZUAuETxBXP8hMzqm339oDcQzCkxJ6LltGZVqlNkIskV+JPgBSEERS1K4RAKuqJidyKGvzQD1bXa3/oOVlQsht5MWZIrGtW66iQJ6iFc8EUmiNUuiDR91Tgp1C/spe9eYeyqB+4rzrArCEni7DQKsv26iURnWrDLI8fqqQV67fyyoc1II6jRZ69ZTIoQ6NRtfg4ZCDLMT9ACN5IG3viKbwpBlgo4kOX6QztwBqPN2iABaUTRJoS03st6/xoGGQggfJIa8Dt361yMD9gYl1V9tZJDU0NrET5AUbL1mjQ2mesNH/r4WqRS8fa8QLVZ5a4S56RsWzC31muU1g8HI74csPNXppW2ILd4GUuTC74XcJmf3defRAqeP1ibUMQzeqmc2rX95Q4Dq6TfT35cmycZZM/x4wU+XhX+pgTu5Sesr6nv9AuwABKQIkIeAFAHyEJAiQB4CUgTIQ0CKAHkISBEgDwEpAuQhIEWAPASkCJCHgBQB8hCQIkAeAlIEyENAigB5CEgRIA8BKQLkISBFgDwEpAiQh20gRc4zZtnnL/Php/mm8w0Tak1u+Dq+7ax/rH7Zmv6rH9h6UvhttqdX9YIfh4i9Y8CD3lKj05loGpmCjL1oVLkriX4gpEe6w/q1GFNl9NCmvYhKxzsGKt1/KDsX+qmPfkBsPw3Wfwb9yFi/+dDrDvXuCe+3H9lnUNPMJSfoOr9bXFivl2ffqDCSwt6boX3rh/qLbSOFgV2kD8X6fGCv6TlWr+GCyJJB1F6H5CWyjZ1XV/ofW6q5YMeAVch9Oltk0MtU9DoVL3jE8F6R5L2GQb/t0PfE9GByKsFU3M+E9QrnELdqpBf8ruGFOfJBZLOo7J/6i21QH0S2MS4Uso/62IxgnCa9SKEQToUQ5lSKJMMIMdg5XWTM8R/83/FQvcJGXO4YBUQFDb9HBsUmjRBp6KWsBdralwh4HVkeiUbtNWBJl0Y4FEY6lfReA8k4n2ihtH6Jqv5SbgqCekOdUX+x9aRQWyy1/mje6LUlihT/CbXe+jeMRCZCycp0FrxLBZHIu4ahRtTsKKjeUgwihKigX3l5H3zSS0z0ChN7kl+DrLcMsx364G0lmxTnIGdIhoJICIWV1VjxxmuoWryYV5H0ahqv86BXJKmpKsv7eomaXt9/c2r13CpYY9hczQa9R0rE0HGEIpc95/R7feuQENbw3Dq9esB//UC2l7yuUBz3dvSLTOzHKKy3VUNvsolQerBdKQZJubRIwW2Isz1SiOpwlDaFJF0SsZBe55zAphdexCu/vwrX9z8FHzzyINuUMQmql5wIkqjWdHs3B9WPNizPK7P+Yqur5xtguiSzqRKuSiaXNwMSCuoI5hYuiGJt65ZY16yp96opmyoM3EqK+j/YV3SWJTsE9o5NVtD7HiIrKjHmC48sibWRcVnBU1INJS6FUqmJBZ/h3T/+GQ9dcBGmjr8Hhx3XGx37HsWUJAX/2ovQBGatPPQlISR4ho1OMp+kX0A9xTaQwjMR9VbRTCSGJA2ttL3LST2pN7/xX4pzqaQIA2+/EZeOvhXhxiU56pMdQdlqOpdHIoURYwdBb9+SQLffrfkyn8HsCkqRJEW+DE+9zEhKoETG86JlWHr97Zg44Gy8OGok9jm4Oy69eyROu+UGtDz4EKQyKVSTND70dkB5LdEY+0GilN3lFaO/9RdbTYqvTeqiIhQ1aoTS4lJywqEwUYnCDI2xAjKAIrnZvl3QrvcxSNMYM2PUgtcRNYd2tOOghpuMyGFnhuOWLgohHk6jKr6BKkTtqkJs03qsfngCJgw6G8/89f8QKoxi8M034PB/XIsWAwcg07wN4mlaItFCSkL2Q2IzM4qjEW2OZjG2tUkZUFBk5chzkTVWn7ENpFBjiIIwUukqrGKjVyxdBixaTo+jEIXSxekUZxnP2yt/qG54gVy6lL4Haua+RwwV6ocdBQ2MBsjGR9ViZaQCq0Vuuk9N9FnsjZtQ+fQUzBh6AcZddimWr1+N46//CwZMfAS7nn8u3G5tUZ6OoFrfJKP0TCWTKItGUCpDcsVKuHdnYxMF6YY4FYq9dY9EpAQKm5Kpx/DesfrdyKT1dtoqe3tt9fIFbuYZ/d2DRUXuyWP6uFX3Pe7cspVK5eJpvdVWX/FyriKp44yrtrfQKpY2uzKreRsuww6DPiAW5yZlu6yaS/BPQq8KTpW7+IyX3bzLr3BP7NXJ3dyksXv3sotc/N23WHf1gTXAe4EwQ4LtqExWsX28NrHJbXrhWbfgogvdhOaN3aTO7dym5ye4Kl6hT565tN7kW8md+outfze3XvFDP13fAw9RpGLBp1jwyFOYPuVFLP1kMboctD+OHTEErY48Am6nFmavZVJpRCJa+9SRZkmUs5NT0manimWoERecXdyXhaIguSTJpNMS89r/bihjryz/SuWjkjyBIEtCVoRsBZl7rJmz7wXZ+y5DLo7M4gX4dOKTeG3cI6hYsgz7HX0Mup8/GGVH9wYKS+zLPqHCYssT6QxSiTgKi+jISj0uWIC5TzyBx28bidJ4Ekf0+wW6nTMQhYcdjvJYGaJ0bWORBMKmSr1X1dZHbMP3PphMPWsrd9yXiKRrEf9oLt6b8AjmTHwCJatXYe8+fdDtN79BjHZFprjQS87B8dcnMnESJUxVo3dEMVZrBJZEfxgnQmhYPVJ4xBApauzVb4G33iB/QYNv64+MiVDfM1550xDU+kOMlXKhpJFB65Ran4gu/wKrn5mED+65C19++CFa9joMP6MN0fKEXwCtWlK3UCHqI3pRGh6seoIuaUTqkIZldMUazH3qX3j7llsQqShH++P6Yu/+/dHs2GMA2l5623/2y2bWEx4xt6ZFOwbbICmyG7ZNA2eDpTh2OKrKkfrwPbw2ehRefnYK9ti5FQ4/tT/aDz8P2KMtL9XXQjkQJJYmSZgGGB07xnv2vyCKaLXQMreyGM903vqX3kTnpfs2KMdKryR9tIn10zVafZUPkZU8yQwKmGmSYyuhFUtWIP7KVLzH2f3262+ipEkTHH/BcOw6mDbDru3MpdZ39PRu5SryrJJ2UxOSqkBrD5srsP7ppzHjrjsw950ZKOm+H44bMhh7DtD3TpqyFqQAJauWwgXR1L6aqAm1o9dpvgVbTwpCCSUsasZN0oP+d6GMSBpomc3rsfHDD/Dsb65E9aLPsXO37jhg0JnY7ZcnIbRbG6QjEX1/kHlkbNVQ81jKRXlJMqjrWCEvX0Wq89R31oHfTQrVq4p5qvMLOfC2kMjLNPjVVH/6cnJhiFJKeVdUIT17JuZOnIAP/jkRG9ZvQudBA9H70ssRbtuBUk4fbmGt0mk0jkRRzWtlOBeFKHs2bkDltNew9IWpmPbQfYiWxNDv1yOwy1mDgJatkMnQB6FUiRTqi0ievLPPRfmdp4bWX0GxbaRgC01SeMvV3OeltLkQi7LZ+iKPxdLTWLcCK5/4F6beMgbLF3yGHn1/joMuGY7Sw3oi3aQZRWmYtkXE+ziOircaSKQrf3+RzOs3cxk1sp4e+g7wWt2LkN4XEyyG4K7e+BsKS4inkFz4CVY//iRmj74b81avxYGn/Aq9Lr4UhT17cTrLc/JaQvvR1h0isQhKmEkkXY3E7Hfx+b+exrO3j0Q1pWSfMwfigAuGIrxfZ1ZYdgKlIhuSZCeZBUNi61tpJgW9TvPa4lWvXmLb1IefMmd8TEIbdDLNDknSBa1EEbPNLFiM90bdjdlPPYkVVXEcPaA/ul9wEYq77Me+K2KncpAieqk5e8gGn+Cuf7NN/WZ34JX1N3RibvWtKtT9+hJiJhr2Pj3JehUyje7cZtaswpqXp2PyzTdi+cx3sU/XfXHwZb9G6/4DkG5UBvoP5ETEJI2gVUx9GkvrFRkancsnP4dnrv8HNq9bhY5HH4EjL7wAzY86BumCYiTCBSi2D6gLXqekUiQid2VsK8qTib4iq7+iYhskhZJp5NS67Aj5V/LQ25Wpp2VezZEU50ycMz2BzVOnY+6YBzD35RlIcSb2pI+/35BBqGrdBqGiRl+JdH+pWX3GPO3Q68+agcqFqp6meA/TiMxoxZHqiXIbTmspFDG676nP6Ecry7HhjXfw2u13YsHUaejUsRPa9fsluowYimib3elR6CsclAQcQd0NtVeyMz99OzW6cgU2vjgZb40dj49nzkaXnj3R8eRf0F4aSh0lL6SYqSNG3K+9NU/QNhsy1GXefVhZGt6/+optUh+yBdRCjxK8LGvI6b8yqekPLfNzFKto4UtcF6fZ5ZsqkHhzFibfcCNmv/Ea9t9/Hxw09FK0OYH2RuvmcJSv9PI50Ppmp5YWvfyMFOy/2l3oEyJKkmk/mWQZ3NfHaAo4uDGWjepNSOmrxfeMwytP/BObmcsp5w9Ht2HDgHZtWccI0tVUD9RjclD1kZoYg6SDjOeqV6djxh2jsWD6dESbtsDh55yDTuePAHZpzfrKCBZV5UewsrqPThJZpQXrCG0VL5Wo3vP8I918+1GQwtQhQ5YG2SPBb/1X0HdHFZ/i9NHav+wELfsWU2qEVqzAqmeexSu33YnPP1mC7r2PR4/hg1F2VA+kWzYlhdRZhfzLriPpfGOxdh+q2gqSEokE3UNKiRCDnm+IJRNwH3+MT558CjPGjkEFCXngiSdh3xHno7RnD2wujNF7iFKtcBBlTKp1kjayjVj3xCcLMP/xhzCfXsXK8kocNXQg2g8YiJIuXeFKmnKA6dhmvxZo3znxKMV89PmX2v2h85IP+ucdsab8502t+oh/36ZgyD3MhQlJGmH2YXr6dCkpVna4vtCpQGULLPkCn97/IN59aAI+WbwER558Mg779WUI7dMBqcYl1NHF7HoOnrdokfXnlLsHnxQy5KQ6RAokqoHP52HFlBfw1I13YOOKVTj058fhgHOHoPSow4CmZSYNqlivQn2PRF+xLSzwbBbN5kXzsPb5ZzF5zFgsWLgQx//yl+h10SWIHqrvsrMCvDbDa5NJGtc89j6Ux/LJXE2aiNYxLK9s+AZ8y6n6AZFiq6CVXS3T2lItg1aotxDSNNk3JhLOFsTT1NapapdJxXnOuzjtEvZRtypllFjpEjOeca8OOsXd0ajM3deqrZv1+z84t2guk25SDi7DPJJJfZjOK8L+sHwSwfvYnVWG5Wze7FZOec5NOqSbG1lS4O7r0sktu32UcyvXWNpypqrQpbq+mlSNJ61+utqVV7h1kx53j3ff291TCDflgD3d8gfucOm161wVC47rw3F+wVrKdvpynoIqwg0Di/C+F6egZDrObnKDH1+fsU02RY1oEL6F7uwTm8E1tkcOdCTfXYhkdGOIMRUbsWnaNLxJF3HJ27Oxe/OW+NkFF2CXASch0bYVNodjNOditjAclTqRJ8EQp/RxkQxKXAJzbrsDk/50NXbeuSl+furJ6Dh0ONC+MzIxffTOU392vZqbiiOT2ogwt5vf+hDzR92Lj6dNR6isED2HDkYnGqBosycy6RilQEhfx8pp7jd0wteb2QDEwTdj20hRx9DtFHVeSIsRut28aiWq6SVMv2Uk3pnxNg7ofRSOvuxClPY+BpmynUwt6UP2Mi8iad3X4Gjx2jCH/bPn/omPpk3F0eeeh9K2HYCiJkwVoz0TQhWN0FghrRR9i8Gs4DgS732Izx55Es8/+AjSFVXoe/ZZ6HDOGYh17Yx0UREtBFLIFdhaSgMe338LO5YUtBdUuFSxdLpcjkiyEm7ZMnz62ON47uaRKNqwGb1PPwPtL7oYob3pPpYV8ZoYuUBjNKvDKZMpmbRWmkRVtMz0vqSCZcnmuVQlbQ4agvoENW2ZFZOnYuKto1C1fDV6nnYKup09GE169UCqtJjGMY1V0k/fT7SXsxtrVcGfDnYoKcyNY5CITlMVaBlZt6j09HQovhnVH36EJfc9hDceetwMxD4jzsUeZ55Kd3IvuFhje3BF6wtqgb6YqmVkPR8p+1FCpIBSpABVHN443OpVWD5pCt4fMwHr5nyM1j0PRLfzBmLnvn2Bli1JhigNUF7GcvSR/gKyTesVBrt38dORFzuQFPIe6DqmtJYRowqhqOdA2ndCSIwIiZGuLqfTkcbGl1/G+zfejI/fnIWy1m1xzNChaHnu2UCrFqjmtXqgVh/KjclT4fUSIHqoOOyqKB024Ytnn8fM8Y9g7vQ30aq0OU6kvdHinP5Ah9aWOB2S9Il6zwGRB7QlPeEgDcK6hAJJsX0grz3BGax1R4nqqK0ZeDPS8/T0xBb9f7qanMMIr/0CS5+YjNdvHYvEl6tQ1qUzjvnjb9C4Zw8kSmk/xBrxOu8mW4ZkKqCqSH26GHNGjsa7kybTpoih26mnoMs5g1CwH+2GAikYLTzpPgzdSwkF9YSCiMXq6Ml+oZY3/KPHDlUf0t3y8NXh0t1mOvrigipFuxoYEUgSIxxPABzoL55/DtPuvAMrv1iOPicej/0uvgAFhxxCmU8lQiNSH65f+MhEvPPwY1g8bx5OOPsc7Dd4ECKHHIh0WRnWiIQssYxl2o2qbA+oHKkyVUh10m1zbcOsx08JO9amkO7Xhp3uPfauwdcikCJ1yCHhORmOKcZFJUyUJrEJVXPmYO4dY/HRk/9EJd3Ow/7jIux58olIvvMRZo29H+/NehedKUUOGHgK2vQ7Hm6nZixHd2OoptJazWQ+WQLYnVlJJiOppE3YjMyQlmPFCt3n0vYngh1saDKodA08Q9asy0oM7qhqmq4iB0/K+qgkYwo4vYt1tHkTNr/4Gmbd/yAmv/U61tKVbLWuHAd32htdT++Pvc48BZnWO9H4DFNVaajDaJSh/VIh44H5F1FdqVxmL0KY/cB/eqBHn4diEV46MfUnhB1KCt2b1EDY19I969BmpMZD8CYnbQRXjVS6GgWRUh57hmWGrkZMxEhVI1qdxnOjx+Di//o9jjywK8Y+NQGhli2QiRahKp6kO1qEQtoQesJBiyOpjO5rerelbNB9+F1hd1i9+zaqg+7EeLe7fxrI7ZIdAFkSCtkOz9l8NQR6UCVG6VDKra0akAyS6LoVpcUpGoyNmmPnXr2whINa1WZXRHbtjCTj9QRUaVEZSkgImbBWEj0J/ULciKfwVUFEtmRKJv0TFRRqJfrRY4eSQnM1agqbQyb97g9ULXgCXd4C0zJdhElFDP0YuIBSQJD0kPqpsJdAcHaTRLGIHvr7OjTYRSRZVG6mP9b+uPvlk3zyS2IM8oz8ZD8VbGEIGjZ0zyXA98OPjhQBvj8CUgTIQ0CKAHkISBEgDwEpAuQhIEWAPASkCJCHgBQB8hCQIkAeAlIEyENAigB5CEgRIA8BKQLkISBFgDwEpAiQh4AUAfIQkCJAHgJSBMhDQIoAeQhIESAPASkC5CEgRYA8BKQIkIeAFAHyEJAiQB5+FKTQb6TtPZpEyj52F+D7IJAUAfLwoyGF/xtSvV8zwPfDjn1pyVbCr6JUg97F7auKXKxcuRITJ05Ep06d0KdPn2xsgH8HDYIUgqppb9mNx1FcXLzVvy7Xm/7t7b8/tRdXfQ80CFKIDAoaXEmJDRs2WGjcuHGNFNGg67ze6L/TTjvZJx8ESRf/ugBbhwYlKXyMHz8eV111Faqrqy1o4IuKilBYWIhmzZqhR48eGDhwIHr16oWWLVtmrwqwtWgQMlWEqKqqMlUgSIWsWLEClZWVaNu2LX72s5+hRYsWJjlKS0vxxBNPYMiQIfjrX/+KtWvX2jUBth4NghQS/7l2hL/dc889MWHCBMycOROLFi3CZ599hrfeegsjR440gowZMwbPP/+8pRWRvmsNo4EIzR8cDcb6yrULfKNx9erVpjJyITUybNgwXHHFFSZJXnjhBYv3r1mwYAHmzZtn+3PmzMH7779v6QJCfIUGQ4otQd8NkwQQysvLsWnTJmzcuNGO999/f9uKDBrwgoICrFmzBueffz6uvfZa3HnnnTjhhBPQu3dvjBs3ztL6EuinjgZNiiZNmphkEBo1amTHCpIgjz76qA3yPvvsY1t5L7IvJCmefPJJ/OUvf0Hr1q3NBlm+fLmlkecSoAF5Hz5U3bFjx2L48OHmeg4YMAAlJSUmCTTwsVgMM2bMwKuvvoqLL74Y11xzjQ28jNTFixfjuOOOM9vjtNNOwx133GH78ljatWtnpJDt8pOHSNGQwIF3d999t4hsgQNas58bmjdv7u655x5H9eKoZhyNTEdSuA4dOjiqFHfrrbdaflQ7joRxVDu2DaCPgDZgcIBx3XXXgYNv0uOBBx4ABxuDBw8GSWH2g9SEbA+21VRNWVmZXSt1I0iKyO6Q2vGN0Z88PG40HORKilatWrmFCxdmz3wFSYfnnnvOtW/f3tFWcA8//LDFr1y50u27776OKsJNnDjR4gLko0FPDXkevvfheyLyPrTELa9CN8bYRowePbrm89d+kO0RYMto0KSoqKiwNQb/voiMTQ24723ovCBXVMvhIojOaXVU5wNsGQ2KFBrU3K28Bt8WkHTQViuZglxPLUyJBGeccYbZDj6BhIAU34wGQQqRwL/xlYumTZti1KhRph5uvvlm3HDDDaC9gcsuu8zUx4cffojDDz8c5557rqWXipGUkNvpq50AWwA7vEEgkUiYy6hw22231bietYMMS0oM16ZNG3fJJZe4+fPn2/WUDO7tt992LVq0sPMkk8UHyEeDefJK4l6qQOG9997Diy++aPF+8G0JqQ96JXazTC6r1Iau1X2TVatW4bHHHrNFKkmS7t27Z0sIkIsGQwo/aIBlP4gAWwN5HT6ZtvaanzoajKGpARUhNMi1oXiFLcG/syobYkvXBshHg3vyakuzXee+TQrovIJUTIDvRoO7IRbgh0cwdQLkISBFgDwEpAhQC8D/B6M6IcnqhBMyAAAAAElFTkSuQmCC" width="97" height="150"></strong></p>
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8 months ago
Correct Option - 4
Detailed Solution:
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ΔG° = –RT * 2.303 log K
–nFE° = +RT * 2.303 log K
2 * 96500 * 0.295 = 8.314 * 298 * 2.303 log10 K
10 = log10 K = 1010
It has chiral centre and differently di substituted double bonded carbon atoms.
Rate of ESR ∝ No. of α – H (Hyperconjugation)
Cr3+ion is a most stable in aqueous solution due to. t2g half filled configuration
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Chemistry NCERT Exemplar Solutions Class 12th Chapter Eleven 2025
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