What is 'X' in the given reaction?

Option 1 - <p>Image 1</p> <p><img src="data:image/png;base64,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"></p>
Option 2 - <p>Image 2</p> <p><img src="data:image/png;base64,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"></p>
Option 3 - <p>Image 3</p> <p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADEAAABPCAYAAABCtC2tAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFiUAABYlAUlSJPAAAAoFSURBVGhD7ZoLXFRVHsd/M8PMwIC8QUUFgVDTfLRKokahuWJbypJumWWW78zWXrYrlPWpNEs3szUwJT+a6OK2n7Ikw9K0BSoNQQ1NBBV5SIHxmOExMI//nrlzisfMZYaHNe1nvp/PYTi/c+be+7v/c88595yREAO/c6T883eN04Sj4DThKDhNOApOE46C04Sj0KW5k7a+Fj9V16CxheDh6YW+gX6Wd4H0qLxajnqdHAOC+0MplfCCVoy6RlwtrYBR5YOB/Xx7fidNJmzRWHGO/pm4hIYFeZFSqRSSQq6i6PgldCinmNfiGMtocXQIefhMoW/rDFxsj+biZxTp4UHDZydQLdd6gk0TNefSafpIbxYtJU1/aCWl7s+gL49m0D8SllJ/NxDcb6SkQwW8NsNYQveP8mL1I+nrWhETFz6hIez+BcU+QTVc6wmdm6grpHtHMwOyAfR2xlkutlL6dSqFuoJkwTGU84POLBpLad5Yf4J8An0jZqLwUxrBTITc9XSvmOi0OR7b+wb+fboWs1/cguWxw7naysCoB7D2iVgYSo5h1/5vuPrrI26CavHRvn8BrmF45N5YLloyddGL2L7tPSz9001cMWHqK2RQeVg/vIe7m3Di3nobE+2dDDXHcduAKJwJjcOpU/sRLucFtqAyzB8/Du/l+uLNtI0Y4SmDzmDkhcyaXIGGkuN4cmEiXGY8jZyPN8Kbl3UboVFZoanwAIWw4pDolfQT1+yCPRMLJoaabozNdFP8quv9TJj7d5mLgjWMrmHQNbGGGooXWDPbk5qK3bt3/5JS9+xFysZV6MfqafUmL70AN2MBa040kXWh3mPmUImei/Yg9E5+rHeKpnwj1zryw39pFDt1sJXeqam6jPLyTlF5dRNXbCMaCalnBMaMUaG2+CwuVxi4aklLWQ4efWAm1rx7CELLl5giaEp61Ktbn4W21GsaYDpiu7Gc1Nj24mKMmzAZ9825DzETxmLFKzvRaEewxJuT1Aexd88Aas/ho6N5XLQk/8t92Lr3AA6dKBQaenf5dMNKLF2bjunLXsa+99Pw/PxJ2PX8QjyVfJTX6AQeEavUF39Boz1AyvBYOn7VMrwtlbk0c6gHwWUQ7cutNItdHOyEaUfLZZo2WEGRC94Ryn/mpXtGUcAfFtvsWDp5sAH3kMlITn4OsouHEDNxGjbvOYjvCi6h5FIBMj/eifgpd+DjgkYsWp+E2TcH8G8JN8b0h+esYyoV6pmQ+CJh6z68tSrOnOcolTJIjOJN+RcEK51ipKy0DXRLmK9wXqnCnfq4yYT/3QKHUcLWdGrkNQWMV2jWUAUrH0nZNdYjoS44QMHs+74xj1E11zqiPv8RhShAc9YfZFfQOXZPxUlbg9zj2cj65hSuNREiRk/E1JhbEeSj5DU4pMHB3btwusoH81fMRZDSciquq72M1O070RI2GQ/PikGHI7DB8ATipvwRhX3nIuuzZAxy5wViCFYciB/PfUJTblBRv7Hz6EylfX27XSY0Gg3p9ZYH1Gq11NDQwHM950rWThriKadhd66kiyLvItawaaKiooKmTp1KGRkZXGklMTGRlixZwnM9o/zkPho50J1iVySRlmv20mnvZIJFAZmZmSguLuZKK7m5uTh58iTPdR+qv4LVCx/Gd2W+iBrujrQdKdi2bRuSk7Ygdf9hqG11UNyMKEVFReTj40MpKSlcaSU+Pp4mTZrEc92n5nw63RExmCIihtDg4IEUFBQkpH6B/jT6rqVUbGMGYjMSvwZ9wmKQlnUC2dlZOP7tSeTl5Qnp9Jl8HH7vNQxQ8IoiOIQJmdwd/oEBCAgIQGBgYGvq2xf+vl5wsXGVDmGipzhNOApOE46C04Sj4DThKDhNOApOE46CTRNGoxHsFRTs9ZQrrbDXUzQ1NfHcb4dNE15eXoiNjUV4eDhXWomKigJ7KeK53w67lmy02ma4unZcWDFj0Osgc7F38+L6YPe6U3NdBbK+OIyMz4+gVG1E+KhJuCcuDmOHmhbp20C12Ll+LbLLA5Gw4RmEulmuOzVXncPra9aheWQ8EpfPghvXu43JROcY6PNdr9KYgX2YWRn59Q+hoTeEkEoGgtSHHkjYSu2Wh0wrgEPsWwH0iVkuugLYFWw8E0Z8uulx3Dl/NaoG3I0PM/Pwff4Z5J46g8L8r/Hsn4OxZ90yLFi9E838G6bHTNXHE3DxgMwyCAISqQv6sE9Pd7f2y/vdhZuxStXp/1CIFOQ3bh5darfgymkupodu9mF33Zu2Z5WaNcfaAjbig3c344pRhafWPMfaNpfbogjByr89igHechQXlpq1X26tBFKp9cOL6d1F/GjNJTjySSYkgTfhjvERXLRkzKw1yC+6gDUPjjcLbboJqchmn0wq6Z1mxBE1oau6iPyLgH/IcAQHiJ9S6qKEt583FG3WVVzkLGz6XDx46zhERkZ2SLdgwswVuMDqqeS9Y0XUhJ6NxBr26eXZHx5dPJdEwg5LBlSWl6GsrGMqRXlFlbC/11vxEDUhc3WFB/tsaqqF1izZja6lAZCPRfr5MpSXl1ukwuxUDGX1GnTWNya7iqgJhf8ghLNxrPLHIlxj1yQGMZPnCs5Dre14QVLI5S7CQ9wxKeRyqzFoqSrE7q2bsG7tOmx+Zy8uVVvO16whagJuoYi6PQK64rPIL6zjoiXVZzMQFx2NuGeTzWOFsAVsgmBo83OItugNBoudVvWFw4i/NQqPP/8mPvjwA2xcvQTjJt+LY5dMjbpzxE1AgZl/mQeZ4Sre3vE+1yw5kJaCoqprGDgo1LxtZd8spj2kwWtPLsVRfSSyvy9ETk4OLpw9gmG1B/HUC++ihVcThY8X1tFepRVTgtlVeVLCjiPUfoXdSF+lvUK+7BBeo2dRwc+jVhcHuzqT0FhEc24fTovePCqU/8z2ZbdT4PC59APPi2Fz7lR/+RjNMl0UO+mI6Bn00qZk2pH0Bj141wRBcx88hT482eY0xhK6b4Q7K7uZvhKZO2kupBOb2FPg1MfNI7ZBR9XXKqmusUUoN1NLi27pS2HTnyNbG2p2TABZQK5dpO2vPkPjbxxMfQP9yc8/gIJChtHDq9bTd6VqXotjrKCnZ46lsKGzKU9t3UR98ZcUGxZG0QvXmSNhhc83LyQJvCjp6GWuiGOXibZoGzRUp9aQzvr1MQzUxOqoNQ2kF9mANrI7X6+uo/rGZqt71EeS/kqse6fFbx3kSud02cT1pZFSE+9nEfCgx7akc802jmPCUE9bVs4kpdKLXk7N4qJ9OIyJjE2PsAj40cb0Nj9PtZMu/UL5etFYlokJYbfhjKQfZsTFsLmOBgYju8FGPXyGTcbG9X9Hf+uv+AKdDHa/Hjq9FLH3P4T5c6dBBT2Urm5QqVRwVSrg7qZgUxVeUQSHiERPcYhI9BSnCUfBacJR+D8wAfwPzkHAL8V3ELgAAAAASUVORK5CYII="></p>
Option 4 - <p>Image 4</p> <p><img src="data:image/png;base64,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"></p>
3 Views|Posted 7 months ago
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7 months ago
Correct Option - 3
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Chemistry Ncert Solutions Class 12th 2023

Chemistry Ncert Solutions Class 12th 2023

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