Identify A in the given reaction.

Option 1 - <p><strong>Image 1</strong></p> <p><strong><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAADBCAYAAAB8HnrOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFiUAABYlAUlSJPAAACHlSURBVHhe7Z0HfBTVGsVPSC+bDb33jnRBpEovIk2fBX0WwAoqTZQihCpFUFHECooKooDSpBcpSpEiKL33AAGyLdlNm3fu7MQXYrKhpMxO7l/3l+TO7ma4c+73ne/emx0fhUAiMSj5tK8SiSGRApcYGilwiaGRApcYGllkejOXTgD7DwKH+LjmAIqUAmpUB2rXBQqbtCelYccqYMkmoPWjQNv6WmManDeAOZ8C0RHA670BU6B2wPuQAvdGXNeBWTOABSuByxYgfxEgIhS4fhmwxAElKwNP9AGe7gIEaK9JYf5kYMRnFO77QP9uWmMa7BeA5zkATpYEls/hwAnRDngf0qJ4G4mMrpOHA9PnMkrX5vczge++AWbPBuZ+D4wbDIRS9FPf5jG2JWivS8HPHwihYP19tYb08AECg4HgIPVbb0YK3Ktgsl1A6zB/Iy3GU8Cn04EuLYHyZYCiRYEKjNyP0FLMZPu9xYHv+dwlu7TX5k2kwL2JG0eBH5cDBWsCA/sDBRhh06MEI/ug5+md6csX/kDLkaQdSIWPh9Ds6ZiXIQXuTRzcSV9M/92gGVDFrDVmQJ3WQL2KwNE9wL6LWmMq8nmwKP5+Xm9NUpAC9yaOn6IH5yUrW0Vr8IBvBFCdAhczImfOaI0aQRTwDhao778HvPvuzY9p0/igr79K8+7Rp3sHUuDeRKwdSA4A8odpDZ7gpTWL59Ge3KDI/4Gh2Z/HDu9gccpCdf78mx9z59HW0AbFUOB+3h/GpcC9CU+2Ij2ShfemSAP83T+rsFCNpXg79gK+/vrfjzl8fDIFKEV/70rHu3sZUuDeROFC1KsLiLqqNXgiHrjA5+VjxC9cVGvTSKTIi1cAatVK/9GgLhDCwZTs/UskUuDeRM06tCe8ZHtpL5xaW0bYTrO4PAxElKZoK2mNGsJ5JHCgZERsnCHELZAC9yYqNAKaMcL+tRH48VetMQMW0EsfYARv2hYon8GyfR5ACtyb8KNQe71Ie8EQ/OE4FoXraTe0Yyk4rwHfTgVmLgRK1gf6PJGnr7IUuLdRrRUwdgRQlB57/BAKuC/wgVjd/B6YNp4/9wYmzQKK0M5EjgKq5NdeqKEkA0ksHjPbgiQK1CQ+18uRAvdGmnQHPv8SeLYTcO0k7cgc4L33gZ/XAPZA4LlBPP4R0Lya9oLU8JLn4yOzGUAfFpm+3j9NKHcTejv268DJU/zKiG4qCFQqDwSnnhZMwyUWnyfOAaWrAGXTzK6kkMgK9sB+2h0Olno1gQDvXfCRApcYGmlRDIAIUTdivd8vZwdS4AZg+0kXGo+/jP3naVMkNyEFbgAuxCThyJl4XIyRUTwtUuAGwE9cxQAf+Mqr+S9kl0gMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4AUj5FG/v/zTvrMdrBG6JS0aiQW6MlNUEB7ilHaR9lfwfrxD4DztjUXPYJbSYeAU7T8lPUE1NlDUJX21xAPw6Z6sDMXEyCKRG1x+Av4NiHvVTDNbsikXlsgG45kjGdWsyBnQyYWB7E8oU8NOemfeIS1Awb7sDIxfE4Cr7pR7754+T8ahY2A8THjXjPw1DjXAHkrtGlwI/ez0Jk1daMXONFebQfBjR1YyXWobhCsU9abkVszZaUTTCD8O6mdGneRjCAvPWlVz9txNjf47B7wecaFIzGGMeNqNxpUCs48+RbN93xIk294YisrsZzasEaq/Km+hK4HaXgi832zFhqQXRTLkvtDJhaOdwVGBUSs2Gw06MW2zBr/vj0LBqEEb1MOOh2sHaUeNy6FIC3mHffEcrUpp9MpwDvFfTUASmuqe8jX34xSYb3llmxTUGhJdbh+FN9mH5Qnkz2+lG4Iv3xqqi3XPEhdb1Q9To08JD9HElKvhumwMTllhwihf+8aZhGNrFjLqlPdyAyUsR1mzGWiumrLCp/+6BncIxsJ0JJSIyvjnUmWuJmLzCik/W2RAR5ovhXcLxMrOgKShvTZzlusD3nI1nxLbip212VCrhj7e7R+C/TW7dP15mpP9wrQ0frLLBx0fBgA7heJ3+vIjJe+8MloKYNJq7PRZjFt/AifMJ6N6YtqNbxG0N4m0nXBjNwLFmdxzuqRCAsQ9H4OH6xs92KeSawC9aKMw1NkxfZYUvtTiIUalf23AUNd1ZhPnzHNP3MgsWbLWjPAfKKA6UJykIb70D3pZjLkRSmBv3xKJ25UBVmN3q3pkwxRWevzNW9efHzsSjizpQzLiXhanRyXGBO4W1+N2B8bx4Z64komezMAxj+qxVMmusxXL68tG8kLtpdVrSl4/uEYEHqnpPoXXyaiIm0Vp8scGGguG+GEHbJQrskEzmuGMTeBn5v6fnibWEGevsmPKLRX2+yHSDmPFKerA6Xo8QeE6x9kCc0mLCJQWPn1LuG3NJ+WV/nHYka3G4kpXp66xKoVfPKfjvaaX3rGjl6OUE7ag+ofiUySssSoG+ZxU8fVrp98115XR0onY0YxKTkpXZW+xK6f7nlKELbmitnjl0KV559vNo9s0ppQRf9/F6q+KIT9aOGoscieBHohIwabkNX7O6L1GQBU/XCPRuHopg/+yd3hN3HxOF1kcs0ERxNfShcLzaxoRwHRVaovN/2h3LrGPB3/TLHe8NwUgW2E0qZZ51Vh9wYjJt2cY/49CkRhAmPJYfLavderZaf0hMN1qw+e84NKoehMgeZnSqaSx/nq0CFzcn/WS9HZOZEsUU4GtMiYM7hqN0/pxNiWL1c8wSC1Zsd6BqBfpZXsjHGoZoR3OPP07HY/xSC5aK8yoTwLqB53VfCPzyeR74+1hvTFpuwfxtDlQu5o9hXc14qnEI643bDxjCMs6lZRQzWGcuJ+DJFmEMBOYss4y5TbYIXLzhDztEVIrBEV6Mh3jRRrGoaVgud4uaBX/wnHghD1LwHRu4pyLvr5Dz53TuRhKmr2ZmYZEt9pEMfjAcfZlZCoZ6ziznrosZIytmrLUhiNlPFOYvtzKh8B0W5qmJsiZj+horPuR5+frwvXlO/dryvcO8e1oxywX+z7TUrljUENHyYTMeYdrVCzHMKp/9asckpnZrnIJ+7cIwmEIpmwPL/mJ5/ast7t997moSnhbRkgV2jeKeo6XIfvTZmLLcisu0Xb1ahuKNTmZUKZr15yymbSfy/BYyqlcuGaDapZ73h7rvxemFZJnAxcLClJU2zGR0MXPUD6fffaWVfhcWjl3h+TLNf7nJjqJmXzXNZ+ey/6q/3Mvr2w460ax2EN7uFoEO9wRpR9NHzIMLfy4Ws/48GY8H7w3GsC5mNKuc/bNCS+nrxzBQ7TnqRNs6wYh8OCJHfm9Wc9cCj41X1Ig4gaP+miUJL7Y2qcWctywNbzzsUoX36744NGShJSJWF17QrOLAxQQ1Is7d4kCpIn4UthnPNglVLYYnth53YSL9+Yo9sahTPhAj+DqRCTOx51lKytaJ8Rxg12xJeInX9k1al7RbJ/TMXQl8MUf56J9isO+YC23q0WdTHJ6W1/VKQpKCb5mSRaQ8eSkRjzUNVSPl3Sz7R9uT8PE6G6b8YgXrOPTvEK7ugCzObOGJoyz0pq6wYjYzS7EIXwxhwZfbG8qE9xeb38S/J3+wD4Yz24ll/zAvWPa/I4HvZeE4fkkMfmIVX7GEPyJ7RHi1T0tB7K0Wq6vvr7KqkXJgx3B15qfobSz7i86cu81dYJ84H49u2vJ6vTKeB0u0PRmfbrBhGoUUx6z4Kn9v//Y5P+PkiR20SaMWx2ANi/UalQIxrocZD9fXT32VHrclcHV5nR57Oi+CuPG/qLRfZaVthH0fqRHL/hPpz3/8zYHyxfzUzORe9s/EVmjL6xvom2sxk43lwO9ez7PdSUgSA8Kh2pGjUQl4jL9nGKO2njeN/UiBj/rZgiNnXOh8XyhGs38a6HTZ/5YEHs8ULv5aRHjJU1Fied2dwo0yV5oRy+jLRSQWOxxbikKre0S6CymnoxMxkbbic0bgAmG+GNE1HC89YEJoJrZizQH3tt+tB+LQ9J5g1Z93rOm58NQLYtl/5ga7OjBj6cFeZ7Z5o4PnHY65QaYCX8+qfwzT0pb9TjSq4S7COueBvdcpiKm9z+mHxUauK/SifVhoDescjoosGG1O2gpRYNO7iwv+ShsThnTKvMBWF2r4fvO3O1ChmL/6Bx1P3R9y075ub+HY5UT1j1Bmb7KheAE/jOwWjueahWX7KvWtkqHAxeZ64Qdnrbep1f/QLhHoxcid2aYfoyIWZ95lf4jFmQKmfHi2eSi2Hnbhj0NOdG4YoopU/FWNJ87zPT5Y7V6oCQ7MR49vQr9bWODxBjayH8YvtWLDHgea1Q5RC9H29wSpVjY3yVDgbd69jA274vA60+Zb9Np6Sz25xR+n4jF8YQzWMfqWLReASY9F4IlGodrR9BHTbbM229RIF2VJxvMtw9TptsoMHEZCCOnrrXYMmXcDdtras1NL5np9luH4ciYCNasGYvqT+aW4U9GwfABmPlMACMmH/h3DMxX3T7vpr8dFYcCcG6jLAfH7yGL44rkChhO3QOT2XrQnL7UzwUX9JCW723OTDAUuZgwCvNAT5gRq0qPH9JR9fz/uQsdpV/DIe5ehsBsXDSqMlQOLoHFF4/+RgT87xo/60YN6PDqkzOdX8ibq5w/xkd7nEJ2KTkSfWdfQdGwU9p6Lx4e9C2I7o7be54tvl1+PuPDyt9dV+5UWPX0+k0eBS26fufTmP2ymD33IjH1ji+M1FpFGLMw3HXHis/U2XIpJ0lr0iRR4FvNCizD8Na0kprD4LBZu3NpF2NegoHzw0fnYlQLPYopS1Hn1M0j0iBS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgUsMjRS4xNBIgWcxP+yMxatfXcfxKwlaiyQ3kQLPYsRtB8Utr+sMv4Txy9y3FzQi4t6pTqf+/21S4FnMc01DsWdScXSsF4KRP9xA3VGXMHuLQ72jsZFoVTUI/dqFZ3rv/dzGo8D1/un9uYW4j724w5L6NR3qlQ7Aon6FsOKtoihKAfSZeRUtJkZh9QGn9gzvp0WVQMx4Kn+6d3POqF9ygwwFHp+oINFgUSfLEBeQViSzey11qhWMLcOK4cu+hdR72XScdBmPzozGvnPx2jOMSSKdSyItjB5uRpWhwEM4MvcfdGLAvBu4oPMbDeUk20648OLs60BsMqassODr3xzqBc0If2bwPs3DsHt0cUQ+EoEV++NQf3QUBs1nv94wVr+KoPjJRjs+XG1DkL8P/HVwG0rf0UT7/iburxiABHqUj9fYMGebA76+PqjN1JtX7515JCoRIxfF4JWvrsPJ6PTKg2bY4xTMWGrBZoq+WH4/VPJwc1dxp7WW1YLwWMMQOFzAzLU2fLPdwQHAfi3l/f26dF8cXph9DZ+usKJp9SB8/N8CqFXSP9dtboa38k7ht+MujFtiweo9cahePgCju5nxKC9SXpH5DUcyZqy3YSovnD1eQd82YXijYzjKFvRDLH/+aqsdk5Zacf5aInqywHzrITPqlPLXXp0x4kaxol9X7Y3FPeUCEdmd/drA++6luetMPN7hIP95hwOVS/hjRLcIPHl/qJq59ECmAhcIL7VoVyzG8oL8zWjV7t4QjKTQm1cO1J5hPMQ02LztsRi32IKT5+PRpXEo3u5qxn3l/n2n4vO0cDMYkT9abVV9+WsdwvFaOxNKZXILdNGvP+12YOxiK/4S/UqBj+LvaOYF/XqaA/oDWpFP1tkQzOz0RudwvNTKhMJh+pqYuyWBp2BzJePLTXZMXmbFZVsy+rRkxOpkRuWixrpt3jrWHmIwb/krDvWqBGJ0jwh0rROsHc2Y/ecTMPkXK+Yxqpcu7IuhjObPNQvL9EawDpeCLzczEyy3IMqShN4PmDCUgtHj/eytzmTM2uzAFJ7rVas4V2Y02rUqOtXAbQk8hTPXkjB9jVWNWkFi9D4Yjr6tTSiks9F7u/x9IR4TOHjnb7GjWBF/jOxiRu/moWrBdDusOeDEBOHNWVA2qBqIkd05QOpmPkDOseiczizwEfs1gL9zcKdw9Gujj6iYxEJ60e5YjF8Sw2wTj47MNsPYP2K6UM/ckcBT2E3/NZH+c9F2OyqVDMDwbuF46v4wBHjZDX6jLMl4f60V71NcPvxvUAcTBrQ3qTd1vVNcmsWZQEGcuJCAHvSlwxjRG7KOyYw/z7n79UcW9xXpa4d1CcfTtEi5VYhuPeZSffZK1mG1eP4jaE//Q4GzPtY9dyXwFJazgp7AlL79sBPNawXjbXZA+xpB2lH94kxQMJt2YjzP/RKzUs/mYRhOa1CT1X9WcY1F6swNNry30gpHXDJeaWvCINq6sgUyHzyr/nJngq0H49CkehD7NQKdauVcvx67nIipKy34YoMdRVhPDOlsxvO0JOYg75liyBKBC8SMwje/Oxh5LDh7NRFPNgvFEHqzuqWzTixZiZjWGsMCco82KEf3MKM1RZRdHKVYplDkszbaUMgk/Hm4WyzBnu2HM1HB94zkQugnLiXisaYheItCq18m80xwp4hB+RkH5dSVNticSejXNhwDmNXKFfS+WivLBJ5CFAsP4SE/YoWdxLd+rX04Xm9nQolMZhRyij9Ox2M8xbJ0RywqlfLH211pqxqHwS+HbK467crfv3pPLGqWDcSo7kz3tzDtqmaC9TZ8wEESR9H3pej600aVzp91/Sr2y/yw04FxP8fg6CXaqkahGE6f3aBs9g2m7CbLBZ7CX/Sd766w4FtW3KUKMmJ1jcCzTUMRls7ehZzgNC3INHpsscAizuFNRsFXWoehQGjuFHALUqZdKXgx7TqKtu5WpgfFgtO0VRZ8udGu7nMZ2tWMXsyW4UF39+/YcMg9c7RJLYyD1IHX5RZmjvROtgk8hQ2HXRi/OAYb9zvRsKooUCLQ7RZmFLIKS5yCzzfZ1Om767ZkvNAyjNYp3OOqY05h16YHJyyzIJqZr482PXgr5/b7CRcm8XXLmInqVQrEMA6Qh+uz8LtNnR9ipJ64zIpvWYuUKuyHERwwYkdkkEFWrLNd4AKR+r7f4VAr8SNn49Htfnfqu+8WZhTuFDGt9eMfYlrLgoOnXOjEql9U/00pBr0h9qRMW2NTp15DKKwhFPlrbUzIfwvZ5ac9cYhcdAN/H3RhdK8CiKRAb4XLHFDTmc3eW2VVfx7UkZaHVvJuZo70SI4IPAW1ePnVhmmMpnangpdpEQZ2Cs/y4mXzUWYNDqa1e2NRp0Kguur6MAWu95i073y8uny/aFssypXwRyTPW0wPZhaVRYH/9VYHyhXyxYO1PWdHsUL79Rb6bPaP2F7wVPMwjOCAql5cn5MBd0uOCjyFY1foI1ksfUmxFwj1xVvqjIIJ5uC7k+DhKOH7rZj9qx3FWNSKfSG9WoTCfJf+NKcR04ORS2Kwk1G5yT3uldR2WTDt+gv9deRiC3bTbz9AmziadrFlNeNutxDkisBTEDMKItKu2h2LmuUCVQshNnLd7gLCVXsyPllvw/tMt3H0tf2Yavt3MKFMAe+b1kpBbD39ZpuY0XBPuz7OQvJtDtg7maPfS1s4lv28mH69Ml8f2T0CPRuF6OoPE7KLXBV4CgvVJWAL9rFwas/IIpa2b2VGwUURzNvu9vbHLybiP41D1KjtzdNaaYnm4J2xzoppq20UPdSpwYF83Mqfioml/6kc9GLa1hScD0NZXIuZo4hM5t6NhC4ELhAbucQmnonLLLgSk4Q+LU3qbEfVYulHYfHnX0LYYr9HI7HK192MhzLxn96MmB6c/IsFX9F+lSjkpy7f985gI5fYvPXZJvfmLTE781JrE95kX5bn6/IauhF4CuKvh95brW3k8vdR9173a2v6Z75a3bHHCzfvNxZVRfwwtIsZzzQNRfBtbojyVrawgBaF6Np9cahfyb1QlDLtKrbfimw4lj77wOl4dL6X2bBrBBpVNE5Gu110J/AUxIaj8cusWEQhl6dvHM5C9Oz1JHWbplh1HCCE3+bWUrXRSOIVW7DTodq6A6cT8Cj9ebd7Q/AD7doyPurS3gnh96jvfX9AkdXoVuAprPrbiRGLYtQ9I2CUfkoUW13NqFbMmNNat4MjnlZkg02N6DHMfEVoQYSwxR6XwDz6p4Vp0b3ABWKWpMbwi3igWhAW9i2ktUpS+HabA898HI2Fg4rgkfrGrUPuBK8op0NoIYMCfXT351B6Qa1PWGwWzKV9NXrGK3pEfD6LyDOePp4hL5MgTDn/V79KbkIOeYmhkQKXGBopcImhkQKXGBopcImhkQKXGBopcImhkQKXGBopcImhkQKXGBopcImhkQKXGBopcImhkQKXGBopcImhkQKXGBopcImhkQKXGBopcImhkQKXGBopcImhkQKXGBopcImhkQKXGBopcImhkQKXGBqvELj43GtxoyVxWw/Jv0kUHZSgqP0kuRmvELj4cPs6pQJQJYO7PeR1Skb4oXJpf5TKwrseGwWv+PhkgTMJ6gffy4+9Th9HAhAqPzL9X3iNwCWSO0HfAk+wAtu2AOs3AcfOuW9fHBQO1G8MdGgHVCutPVFj3Rxgxi9An+FAl7pao4G5eBzYtAHY8gdwnX2lMMUVYZ+0Yt+0bA4USHNvzVWzgU9WAs8OAB5uqjWmwX4RGB8JRBcGxo0Fit+FLTy6F9iwDtj1N2BzAr5MMWWqAe07AM0aAqlvHXTlCDB6NJC/BX/vK1lmnvXrwU/xog18Geg7BNjIjsoXSDMezAtwCZg9FejVB5izSv1c7H+4xmN/7gOu2rQGo5IILJ0F9H6OYvwYOHedA599E0QxHvodGEEB9x0M7L+gPV8jmj+L/rkcozWkQxKFeOwgcPAYwML+jkhg/3/KwfFsL35dAMTEu69dPp73liXA6y8CQybxPNieQnwsz30/cJyBLCsREVx3XNqnKI+1UpQa9yrKhM8U5cgZ7QCxXlGUVXMVpWMTRanVWFF+3KEdIAunKkr1uooy5zetwaAs+0hR6lZTlDaPKsrPGxXlqk07QE4fVJT3hipKzaqK0v0VRTln1w6Q7ycpSrU6ivLFSq0hHSynFOXJNorS+r+KciZea7wdHIoybZCiVK2iKD1fU5TNf7IpQTvmUpQDvF6Dn1aUKjz++jRFiUt2HzrP53VqoCjPRCpKkrspK9BhBI9jhGZU2ncVeO4NYDhHe5Uy2jFiYurs8CQwrB8N1mXgO9qSG3mojLi4C/j4W1aUTPUT3wW6twQKhWkHSdnqzHyjaEFo4/asARbRwuQk2xih59IG1WoLvMso3bwOEJJic+hJatxHKzIGaFACWDkf2HxIO5Y96E/gZ/bQS+8EKtxPG/K41pgOLboCo8Yx3T3LDsxDUytrltK+0QJ0eQJoWFZrTAvtQJ/+9LLsn471tbZU+HjoL0/HMkPheS1eDjhNwFPPAyUzuI1hWHkOwreBsSM4ECj0bER/At+3mwUHo3iDJoxMnjqbUesRRvI2jAiZ3/XbGCTRa+86wAFdBGjcSGvMgDIssp/pCVQtqTVoiGSXz8N8uT8LwTvV+JWz9NEngBJVOfhqa40Z0KAN8EQ3FrERWkP2oD+BX2ShmMxUVrai1iD5BxuLw+gbgLkYo+OdRD5e7nAKeNmXwAsvAC/S/qV+iLZ+w3gNWGgG3MHsyY0oPhjFi5fjQx+LTvoTeByjN9i5fnJV7l/EJ/BB8eVjALjT2bt8DM92C3CVNc4lBpPUj8tXGIWvuW+lfCdWJYHvG09J3cngyCb0J3AxnYQkIDHR/bPk/wQw+gbQjyW51JnC2ycZsHKQdHsZmP89MG9emgfbPp/M7MBr4OLz0sPOAXD0COuAcxS01pZCQH7aRQ4Ol36unf4EXrYUz4oX8NJ5rcEDezYDm/5gp2dwMYyGiQIqWoj/XkZfEW094aKVWcOC7xCFmHqSSazrBbP4E/PmJhaDqR9hbDebM1BFPLDoE+BJ1j2vs4B9gcX98wOA/amuUwFap/x8nysXmCFS/9J0iD4GLF8DXIh2/3wXta0n9Cfw6iyOigQBeylch9aWHsksuGa+A/R/E/gzzYKGUfGlwOtUY79Q3GLBxhNHNwFvDgQmfw4409xBN5kZMiNE5kxPmxu+AybQuzensL/6Gnh/LN/nEDB0DBAlbCUpVJpFbXkGJ0b4v4672zJi/Y/AgH58r5Xun+9m9sYD+hN4GVbfjWoCh38DFv6qNabDrz/zIrNqr8Tn10qzZG9kHmgPFKNVWboQOE3Pmy524Af2TxztTMNGjNh3eZmTrXw/CrJqJ2AII3hxRupazYDRDC4x+4FtB93P8wkD2rfiN4zKP3JAZBSgYhi9l/DahhbntW7obsumvb76E3g+prjnejEVM8rMnAB8zzR2I1VPJfDiradXnPQZvy8M9O7NtJqHCtKKTYGeFNoZBoARkbRpFEvqgBzNQf/eaApoO1C7HfA4H3dLAu1JdQ6UHvy9qclPuxTMvo+L1RpIqx4UeX0GIA7A0dOAk5e1Axqn9gKRPO/dtE4dHwNaMiNlI/rdbLVBiPgj4CyjR816wD1VAX+e6lmmvx17+H0R4JWhQJ+O2gvIginA8G944Sn+5zLYTGQE4mjPPhzvXjEMKMgofR8LwwK0FwwEe2jtjlA8NR4AxoyjyItqLyLzaOlGzaV1eRd48UGtMQ3WU/TXDDBRjK7fsC/LMltkxGK+zzs8h48ZrRummra8ehgYS+uydjftZgUeo+Dz09/bGdl3cuBdZJBq+wTPbzBQUEwqkPN/uvfWFO4CfMvzzqLQq78InkLrnozgM4B+TIn+7JANq4CVfJyh4Ds/DXz08c3iFgSwsyIiWMnrZ5oqWwimmN+aCEynYNtRPGdoE1ZSaOt+B0Jo114fRdG9d7O4Bf/0T+ptfGnwYUQOCwfCaTc8Jcbj9Pjvz2fEplDrpxK3oDCj8hQGp/HDeQ48to/ZZuUKWhmeZzmxVM+BMWXE/8UtEItPJha4otDNQrxjP7iTkcmZ4J4BEFsuReenh4up0uHkRabNCfIQeQwF+8RmY/SmTxGFWiAFEpyBgJ3sn1j2TzD7L6PnKHwf8X7JjH0mCj09kR/fDLz2FqMys+QHzCRiUiAjknndbLx+wmP78D1D+Z7+6RSUySxurfy9Yo4/PFRrvHvkHzxIbo9dy5k9aCFK0gJNGcuC14O4dYB+LYpEf2ymJXl1JFC5M2sA2iOdi1sgI7jk1thHD/0aC8cHXgTG9dEa9Y8UuCRz4q4BA58F9sQDfV9mcUhjniDmJikdFx91WThWT7VnX0dIgUsy58RWYPAoiprFu1iyT0xZGeXXGBaHr44Anm6rtekLKXBJ5sQ7AEss1eLjnslKjZgdEdOKofr041LgEkMjZ1EkBgb4H0KsmpNnwwSzAAAAAElFTkSuQmCC"></strong></p>
Option 2 - <p><strong>Image 2</strong></p> <p><strong><img src="data:image/png;base64,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"></strong></p>
Option 3 - <p><strong>Image 3</strong></p> <p><strong><img src="data:image/png;base64,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"></strong></p>
Option 4 - <p><strong>Image 4</strong></p> <p><strong><img src="data:image/png;base64,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"></strong></p>
35 Views|Posted 8 months ago
Asked by Shiksha User
The question is closed for answering
1 Answer
P
8 months ago
Correct Option - 1
Detailed Solution:

Since SOCl2 is used to covert aliphatic (R-OH) into chlorides. It will not react with aromatic alcohol

Thumbs Up IconUpvote Thumbs Down Icon

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...

Chemistry NCERT Exemplar Solutions Class 12th Chapter Twelve 2025

Chemistry NCERT Exemplar Solutions Class 12th Chapter Twelve 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