{"id":402475,"date":"2023-01-11T12:38:12","date_gmt":"2023-01-11T07:08:12","guid":{"rendered":"https:\/\/infinitylearn.com\/surge\/question\/carry-out-the-following-conversionsi-phenol-to-salicylaldehydeii-t-butylchloride-to-t-butyl-ethyl-etheriii-propene-to-propanol\/"},"modified":"2025-06-19T20:09:32","modified_gmt":"2025-06-19T14:39:32","slug":"carry-out-the-following-conversionsi-phenol-to-salicylaldehydeii-t-butylchloride-to-t-butyl-ethyl-etheriii-propene-to-propanol","status":"publish","type":"questions","link":"https:\/\/infinitylearn.com\/surge\/question\/chemistry\/carry-out-the-following-conversionsi-phenol-to-salicylald\/","title":{"rendered":"Carry out the following conversions:(i) Phenol to Salicylaldehyde(ii) t-butylchloride to t-butyl ethyl ether(iii) Propene to Propanol"},"content":{"rendered":"","protected":false},"author":1,"template":"","meta":{"_yoast_wpseo_focuskw":"","_yoast_wpseo_title":"","_yoast_wpseo_metadesc":"Carry out the following conversions:(i) Phenol to Salicylaldehyde(ii) t-butylchloride to t-butyl ethyl ether(iii) Propene to Propanol","custom_permalink":"question\/chemistry\/carry-out-the-following-conversionsi-phenol-to-salicylald\/"},"categories":[],"acf":{"question":"<p>Carry out the following conversions:<br>(i) Phenol to Salicylaldehyde<br>(ii) t-butylchloride to t-butyl ethyl ether<br>(iii) Propene to Propanol<\/p>","options":null,"solution":"<p>(i)<br><img 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jJ7eoPOCAaLMrG\/\/1r9GFF65urAAAANDbrbRStKcLRO2yS9QCUZ2VD1Zvtln0mWeiZf9cX3ghOmxYtC4P\/M82W\/S006JlVzbO+RonnBCdccbqxgoA1Fx+cN155+hrr0XLfnCyFWrvssoq0TvvjJb9884n0PbZJ5pPqHVarmx85JHRnm7RMs88lQ0VAAAYT07cPOSQaLM7lVx+eXSBBSobKi0w\/gq5Pb2Rs+220brcyMmViM8+O1r2uPIB7GOPjU4\/fXVjBQAAgLpr1Xn2McdEBw2qbqz03OSTR3M+QrMr5OZ8iJwfURf5QPy\/\/hUte1xvvRXdY4\/ogAHVjRUAqIkvfzl6333Rsh8gXnklaivU3i3\/3PLGaN4oLfvzkDdm80Zt3rjttPnmi\/7lL9Gyx\/Xhh9HDD49OPXV1YwUAgP4mzxu22ira7PnIww9H1123urFSvbyRs+++0WZv5NxxR3TllasbazNyPD1deWjXXaNWHgIAAKAvy510Djww2uxOOtdcE7WTTu+WOxCffHI0V7wt+\/OQOyLnDsmdltdHt9462tPro+usU91YAYA2yw8sF14YLfsBIbdCPeqoqK1Q+6ZcUSu3Rm32xOnmm6PLLlvdWJux1lrRBx+Mlj2ul16K1m0LEAAA6E3yPOHWW6NWsGBC8kbOKadEm72Rc9550SFDqhtrGXkeud120ZdfjpY9rvvvj66xRmVDBQAAgLYZfyeg4cOjZc+XH388usEGlQ2VGlhyyej110fL\/pzkzmK\/+EU0dxLutKmmirZqB7T5569sqABAq+UHgUMPjdoKlWbk1ihnnRUt+\/Pz6afRM86IDh5c3VjLmHTS6O67R998M1r2+G6\/PbrCCtWNFQAAervZZouedlo0zxOKfu7OiZ4nnBCdccbqxkp9LbVU9IYbos3eyDnssGhddnDJG0pHHBH96KNo2eO7+OLovPNWN1YAAABotaWXjt54Y7Ts+fA770R\/\/OPowIGVDZUayoniG20UfeKJaNmfo3wge\/vto3VZ+CsX9rvggqiF\/QCgD8kPMttsE33xxail\/mml5ZePNrsS13vvRQ86KJorCnfaDDNEjz8++vHH0bLHlxOj6zKxGQAAOmGyyaL77BMdNSpa9vN1TuxcYonqxkrvk9c\/Nt442uyNnBEjonW7kTPffNG\/\/CVa9rg+\/DB6+OHRukxsBgAAgIkmmmiimWeOnnxytOyOPvkgef73s8xS3VjpfXLC949+FB05Mlr2+sq990ZXX726sTZjtdWiOb6yx\/XKK9EddojW5XoYAPQryy0X\/de\/omX\/Qc+tUL\/\/\/WiufArdyRusW2wRffbZaNmfv+efj2699bjv22mLLhq97rposxOb998\/Ovnk1Y0VAAA6bfwJmE89FS37Ofrpp6ObbDLu+0J38kZOruTT7I2ce+6JfvnL1Y21GV\/5SvTBB6Nlj+ull6LDhkXdyAEAAKCdBgyI5nn7229Hy57f3nRTNFcEhiJyp7Df\/S7a7MJfl1wSHTq0urGWMckk0Z12ir76arTscd19d\/RLX6purADQ7+VWqKefHi37D7atUKlCTmjdb7\/ou+9Gy\/583n57dKWVqhtrGeNvAfLkk9Gyx\/XMM9FNNx33fQEAoDdbbLFosw\/K5XlDnkfkysDQEzPNFM3rHs3eyLn44miuuNtp+YD2brtF33wz2ux59worVDdWAAAAWH\/96GOPRcuevw4fHt1886j7q7RCLvx1zTXRsj+XH30UPfro6HTTVTfWMnIcv\/pVdMyYaNnjO++86FxzVTdWAOjz8obnvvtGm51Ief31UVuh0g45Mf3UU6O5tUrZn9tzz40OGVLdWMvIv4977RW1NTEAAP3JDDNEe7oixhlnRGefvbqxQsobOX\/9a7TZGzlHHRWddtrqxlpG\/n08\/vhos38fzzorOnhwdWMFAACg71tooejVV0fLnp++\/370wAOjU0xR3VghffWr0Ycfjpb9uX3tteh3vxuty47aCy4YvfLKaNnj+uCD6MEHR6ecsrqxAkCvl0+mff3r0Z5uhZrv44k3Oim3VvnHP6Jlf55Hj44eemh06qmrG2sZs84a\/eMfo2UnNueK27\/\/fTRXogIAgDrIC9Tf+160pyuKLr98dWOFonKFoUceiTZ7I2eXXaK5hWKn5cTmv\/0tWva43nsvuv\/+0dzJB2heXo\/N6z25lTEUkf++zDxzNBdYcJ0fAKiLQYOixxwTHTs2WvZ89JxzonPOWd1YoZG8Drr77tE33oiW\/Xl+8MHoOutUN9Zm5MTmRx+Nlj2u55+Pbrll1HkJ9Fz+3snrRhNP3Lmx0PvkdcZcyCM\/l9Fmiy8e\/fvfo2X\/gc2Vf3MlYFuhUkfjT2h\/8slo2Z\/3ESOi3\/lOtC7\/8C27bPTWW6Nlj2vkyOgPfhB1IwgAgE5Ye+3oQw9Fy36uffHF6LbbRl0Apo7yfCsntDd7I+eBB6JrrVXdWMvIv28bbhht9rz7mWeim2467vsCn\/\/+yOtbucNVXtd9\/PFoPsCef69yJe78+3XdddE\/\/CGa14Omn771Yy5i3XWjhxzSfeu2Qn+Op9G48\/g6LW\/orbZa9Mgjo3fdFX311WguFNDVwgh5oz5XsM8FBXJiQV2ulwIAfUc+kJQPwL7+erTs+WZ+7llllerGCj2V52W\/+U10zJho2Z\/3XGE3V8DutDyfzfPPnJ9Q9rhuuSX6xS9WN1borXKHuPz38uyzozffHB0+PDr+jm15vp8LVVxxRfTYY6Pf+lZ04MCWD7mQnXaKdnXd5YAD2jygglZcMdroutHCC7dvTN3JBTA33jh60knRXIn+rbeiXf1+fvvt6H\/+E73ssujRR0ftRN9DM84YPeGEqK1Q6Y\/yH6I994zmL56yfw\/uvjuaF8o7LW+E5hNu+cRb2ePKf8jXW6+6sQIAwNCh0Tzx7+mOHFNNVd1YoSp5I6enKxPlhdjcOrHT8oHwvfaKjhoVLXtcN9wQdUGQ\/mj++aNHHBF9+eVo2b9HRfvOO9H8d7VdE4B\/9ati41tmmfaMp6i8wdxo3Hl87ZZbUedCHc3umFC2OfE8b+RPN13PjgMA6L9WXz2aE0fKfi7Jz891W8gJylhggWiz10\/zOtNxx0VnmKG6sZaRK4vmA4RdPXjYVXMH5NwROXdIhv4g5wWtvHL09NOj778frep8\/9lnozkBt10LCeZOjl2N64MP2jOOsvK6SKPvaz7Y32453zMn9n70UbTq60Y33RTdYouoBSm7kE\/uf\/\/70UYzrrvqbbdFbYVKX5QfKE88MdrsRPg\/\/zk677zVjbWMKaeMHnxwNP+hK3tc+QRgXW4cAwDQO00zTfSXv4w2ewHhooui88xT2VChY\/K86\/LLo83eyMkVGDq1Yuf48sZL3ojJGzNFjytv\/OSNoDyPh74kL3D\/+tfRqi+wF50AfNBB0aomSJjw2xp5w2+77aK580Gnf47eey+a9yes3A4AdCWv8+R1n7KfO\/I6U+5kkNehoC\/5ylei998fLfv3JOcL7bFHtC4TrZZcMvqPf0TLHlc+aJ4PnndqJVKoUl4PveaaaKfP93MCcE7crIoJv62RC3Tkg\/5VTxAv2rx+teaa5Y+pT2rVVqjbbBN1IY7+ZLHFotdeG232hDInMuTS+Z02ZEj0\/POjZY8rtwzJGxVW6AAAoDs5MShXUml2ZcJcySVXdoH+ZK21og88EC379ydXdMyJVnW5kZMT5XIrxrLHlVs\/5oXTuhwXNGOOOaK33hpt1QXzZlcM76r5oHyrrxOb8NszueDH735XbDxl2+zCCF31tNOieaMJAOi\/cqemww6LfvhhtOzni0svjeZOUtAfTDJJNFfafPXVaNm\/P48+Gv3a16KdnheUX\/8b34g+80y07HE98UR0ww3HfV\/ojVZaKdrsDt9VXzfKhR2GDSt3XEWZ8NszubL7jTcWG0\/ZP\/eyC3s0uv6U37d+83s7t3hrdgUYW6FC19ZfP5ofeMv+\/coP2DvvHM0P4J222mrRe+6JNntcO+4YrctxAQDQWausEr3rrmjZz5mvvx6t2+dn6KT8e5B\/L3p6IyfPczstL9xtuWW02QvXjzwSXW+96sYKrfblL0dfey1a9Oc9HzQ\/5ZRoLtiQN4ByRe38+5UrfS+7bDT\/vjW7JewRRxQ7vqJM+G3O1FNHr7qq2DjG7+OPR884I\/qjH0XXWCOaN4RyQvHcc0dzRbFcEezBB5v7+nfcER08uNvDBAD6kPx8uu220WZ3JMgFz3IBNODzBch6urPa3\/4WXXzx6sZaxuSTR\/ffP5o7iDR7XIsuWt1YodV22y1admLuG29EDz88mhPo87rKoEHR\/Hd5ttmiX\/pSNOf\/lJ1HlBM2N9mk2PEVZcJvc\/JBqLz+U\/b3Zn7fTzghmvclll8+mjvO5+\/phRaK5n2HQw6JvvJKc18\/r1fl+\/cZ+Q\/2UUdFc+XNst+gCy+M5gU7oGu5YlCujJQrJZX9e5dbbOQF8k7LG8c77BBt9sbxvfdGcyIxAAD9w5xzRs89N1r2c2ResPrNb6J5wQnoWqtu5OTONrnTTaflhcKDD47mBduyx3XlldEFF6xurNCs2WeP5g2YRj\/PucVe\/jvZ6gmSecMnb4AW\/Xu2336t+fom\/JaTN+QuvrjY1x\/\/Btiee0Zb9UBVjmeddaI33VRuXPkgyhRTtGY8AED9rLBCtNGEna6a92N33z2aDyQBXZt33uhFF0XL\/r375JPo738fnXnm6sZaRp4Pn3VWtOxx5YTE44+P5gOyUCdrrhktunLqSy9F80HeVi3wmef7G20UfeyxYuPJ69R5naCnTPgtJ+8b5ErnRX8\/5oNYueJ7q+QOT7kT6JNPlhtX3nfstXIr1O23jzY7A\/q++6K5ggTQvPwAeOyx0WaXvM+VuRdYoLqxlpH\/ABx9dLTZBwouuCA6ZEh1YwUAoP1yQsZBB0VzIlLZz4tXXx3NJ3+B5s03X\/TPf442e8PjxBOjM81U3VjLyPPJ88+Plj2uPJ\/NCXfTTVfdWKGRvFGSE+0b\/fyOHBldbrn2jC8fdM9\/nxuNL2889XTrZBN+yyl6wyj7z39Gc4fAquVE4uOOKza+bE5oBwB6v3zA7cwzo82en\/72t9HceQBoXi7Ydffd0bJ\/L99+O7rXXtGcwNVpK64YzR1Eyh5XPoibK6l6oIBOyvlHL7wQbfTz+8AD0XZNyM+VgJ95ptj4nnsumtebmmXCbzF53bHsgx4nnxxt13Xz\/Dn\/xz+KjS+bK1X3GrlkdrP\/8OaWcLZCherlRIUrrog2eyPymGOidXmiLCciN3tco0dHc8n2XLEJAIDeIS8UbLFFNC\/UlP1cmE+A55Y+QHXyQe+yW6+NfyMnV4IcOLC6sZax6qrRZo8rd7TJrelcJ6Od9tgj2ujnNFcwywml7ZYrwRS9YZpb+zXLhN9ill02WvTB\/AMOiOZCIp2SN7garUyU\/7uFSgCg98mtlnMHiHffjZY9X7vuumhddqCBvijPD7797WiuDFr27+tTT0U32SSa1487JY9r2LBos8eVEyjrslMz\/UP+\/bnwwmijn9Nc6LNTCzbkA8U5H7HReLfeumdfz4TfYr773WJfL68rffWrrfm6zcr7DUVXbM+ft1lmac\/4Sptrruh550XL\/gNkK1Soj7XXjj74YLTs3+d8oux734vW5YmyddeNPvJItOxx5RNJ+Q97p08AAACYsJxYc\/PN0WYnDOZWUj19khsob\/wbOSNGRMv+fc6ttvICZKfP4\/K4dtghmhN5yx7XvfdGc6UbqEKucJYPRDf6uVx99faNrTt5A6fRRM28sTLjjM19HRN+i7nyymJf7+yzo53+PT2+nBjeaPy5UlCrtiAFAFovP2dsumn06aejzU4Y3Hjjcd8XaJ\/83P3zn0eLnreO39xZZOmlqxtrGVNPHT388OiHH0bLHtdf\/hLNnbWgChtuGG3085g7QdVlZ7acYN9o3LlwQ7P\/zpvw27188OqVV4p9vZwYXBc5D67oAh8XX9y+sXUrV7r82c+i+YNY9h+aq66K2goV6id\/Qe26a7Toky7jNyfYdvpJi5QTNnKFmvyAUfa4br01miuVAADQGflk7CmnRBtN8Bm\/+fqTToq2ayspoLi84XHoodFmb+TklltLLVXdWMuYdtro0UdHi66AOX4vuCA6ZEh1Y6X\/yZWyG\/38XXtte8dV1CWXRBuN\/8ADm3t\/E367lyvcNfo6w4dH67qzVv6eLrrSVj6oAgDUxxJLRG+4IVr2fGvUqOjee0cnm6y6sQLNyQUKzzknWvbveV4f\/uMfo7PNVt1Yy5h33mhOFCt7XB99FD3iiOg001Q3Vvqfqq+7VCXnC734YrTR+Ndcs7mvY8Jv93beudjXyQcY6vqAVV5n++STaKPjyYUK2ia\/cVtuGbUVKvQ\/000XPeqoaH5ALPt74K9\/jS66aHVjLSOfJDrxxGjRX8TjnwCcdlq0LicAAAB9VW6ZkxOR3nknWvZz6Y03RuuyggNQXE5sPffcaLM3ck49NTrrrNWNtYwFFohefnm07HHlROhc4cZKk\/RE0RUqll++veMqauWVo11NMM0VZfN6d1km\/HbvjDOKfZ0f\/7hnX6ddNtss2lsnwANAf5I7OLjvB\/3XiitGG02466rvvhvdf\/9orkTZaWusEb3\/\/mjZ43r55Wg+qJg7UUEZgwZFG80Xyp3B6zrRfK+9ouP\/+\/\/AA9Hf\/z66yirNvb8JvxOWv3cef7zY11lhhea+Trsde2y0NhPg8wLgLbcUG9j4tRUq9F1Dh0abfaLs44+juTVeXZbwb9WTvvvsE\/WkLwBAz+QDqF\/7WrTohYCuJvjkhI26PhEMlLfSStE77og2ex63337RutzIWXfd6MMPR8se1wsvRLfeOur3HkUsvHC00c\/Xv\/7V3nE1a6ONorniU6uY8Dthk0wSzd+rjW6g5wIDdZc3pBptNZnXO+0YAQDtk\/MPcoLKW29Fy54\/5efb5ZarbqxAe+V1kLwu8vzz0WavK+cDo52+vpLnXblTc06sLHtc\/\/53NK+rQRE77hht9POVCwnWVe7os8EG0emnb+37m\/A7YbkAT6P3v+225t6\/U3Ihj0bHldf5W\/7vSG6FmiuclN0KNZ+QsxUq9D+rrx69995o2Q+UI0dGc2WPXLmtU\/IX7CabRJ95Jlr2uJ56KrrxxuO+LwAA3VtkkWjuEFH2c9j770cPOCA6xRTVjRWohzzf2mabaLM3cp59NrrFFuO+b6fkDew99ojm+XPZ47r11qgb2HTn0EOjjX6eDjusveOqGxN+e\/b+uSVjb3PyydFGx7fbbu0dFwD0R\/mA5COPRD0gCTSS14dzhcX33os2e32lLjve5ETFXGFy7Nho2ePKnXDmmKO6sdL7FV04b7312juuujHht2fv\/5OfNPf+nVZ04Y5ciLJpOaEuv1E93Qp1qaV6OCCg18sVL77znWhuDVH298oTT0TrMlE2V3jKFZ+aPQG47rroYotVN1YAgN7IhUmg1aacMpo3cvJBgLK\/V3Lnq7pMlM0tanPHnGa3qD399Kgtavlf11wTbfRztNZa7R1X3ZjwO2G501+j99933+bev9PWXz\/a6Pjy7xEA0Dq5ctoVV0TLnteNHh095JDoVFNVNlSglxg8OHrGGdGyCyJm\/\/Sn6JxzVjfWMnIhjWuvjZY9nrx+ltfTLKTB\/2o0rzB3vplmmvaOq25M+J2wP\/+52Puvumpz799pv\/hFtNHx\/fSnJd84J8xtuGE0J9SV\/QWfK53YChVoZOqpo4cfHs0T6rK\/d66\/PrrkktWNtYw8ATjzzGjZ48kPOr\/7XXSGGSobKgBALeXWY9\/9brTZrcfuvDNq6zGgkfFv5JT9fZM966xoXR4syBUBiq7DeWBcAAAgAElEQVSwMX5HjYrus090ssmqGyv195\/\/RLv6eckJ5jmhvr8y4XfCit64WWON5t6\/03JBgEbH9+CD7R0XAPRFudX20UdHx4yJlj3fueCC6NxzVzdWoG\/I86WbboqW\/X2TE\/gOPjja6QcLch7X174WbXZ+2PDh0c03H\/d96V9y3k+jn5e7727vuOrKhN8JGzGi+\/fNeVS99brjmmtGG33\/Tjqp4Bu26gkOW6ECPTVkSPS886Jlfx\/ljaVTTonOOmt1Yy1jhRWijf7h7qpvvhn93veik05a3VgBADopT3jvvz9a9nNT7iCx3XbR3GECoKxll43efHO02etlP\/tZtNMXIvOGyyabRJ9+Olr2uJ56KpoXbt3I6V9efz3a1c\/Ha6+1f0x1VHTCb24xfddd9WjRLa+bnfBb9LrYLLM09\/510ehBtbzOBwAUlw+G77hj9NVXo2XPZ+69N7raatWNFejb8jpILoD4zDPRsr+PXnwxOmxYtNPXsXMH+D33jPZ0B\/ill65sqNTQggtGG\/18XHppe8dVV42uj+SK4p2+TjR+n3+++3E3O+E35z81et8nnyz3vnWz0ELRRseZO1b8H7kV6nHHRXMGdNlf1Ln0fF1WLAH6npVXjt5xR7Ts76lciSi3AsyVNjolP6hvu230pZeiZY\/roYei\/X2LTACg95t33ujFF0fLfi766KPoEUdE+\/tWUEDr5Y2cXKmk2Rs5L7wQzfPBTt\/IyfPj\/faLvvdetOxx\/f3v0cUWq26sdF6u7Nzo5+Hhh9s7rroqOuG3t7bZCb95Y6bR+w8Y0Nz710X+PWh0nBZOAYDGcsvme+6Jlv3ckhODd9opmhOHAVolr6\/kzkg5P6Hs76t\/\/zu6yirVjbWMfBAzF1rLCYhFjycXajv55OjMM1c3Vjovd+pp9HORP0\/9XbMLBfaWlp3wm79vGr1v7ujZWw0aFG10nHff\/dkNibyBsMsu0cMPj844Y7kvnP\/A\/PCH0ZyAB1C1\/D229dbRX\/4yOuec5d7n2Wej+YH7kkui+Yuz3XJrg5yQvPfe0bJbpF5+efTHP47mcQIA1E2ucPnTn0b32ita9vNPPgme\/31OwAOoWt7IyetjueNV2QcO8gJlnsflhd5OmX32aD5A8Z3vlPvvPz0+estnN3Cu\/kv0g9l6PDQqMP4NxfEnUIwvtzjOrTq7klub5o2e\/ionxObnlL7m17+O5nWsokaOjOYNjvHlgwe9\/QGuG26IfuUr3b9u6NCoz7EA8Lm875efp7baqtx\/P3Zs9PjPzk9yXkSuVAlQtdyB+NBDo\/nAQdkHvy+8MJrzCJ57rudj64lllonm79eyK6XnTlh\/2zh642c7Yn36556PjdYbMyZ6\/fXRRvNPttkmeu653b8urzvm9dT+Kq8Dr7RSZ8dRldxhLucxNbLootFGCwn87W\/Rr361uXF1Wi4sMnp0tKv7oq+88tn\/Iy\/AlZ1xPWJE1FaoQN3kRJHcGjU\/IJb9PZdbs+ZWrZ02zzzRP3\/2wbbs8eTWmUOGVDpMAIDS8kQ2J0CU\/Zzz4IPRRhMnANotb+TkChW5gknZ33PnnRety\/nc8stH+\/qKExrNCexdKbo1Y94I6u+s8DuuvK\/Q6H1zS9ve7rLLoo2ON3\/PAgCfr+yWO6OU\/Xxy5ZXR\/NwKUBdLLhnN8+Wyv98+\/DD6i19EO\/2AZF7n\/+Y3ozkRudPnqVpNP\/44mjtzd2X77Yu9389\/3v379Bd9\/Xpr2RV+c0eHRu+bD0L0dq+\/Hu3qOMeMmTT+H7mybyM5Q\/83v4keeWT03Xd7NlCAVvvgg2g+GXfaadF8IigfVGgknzy7667oWWdF84mifPChXXKlnC22iK6+ejSflFtqqe7\/+9wKI\/8B\/d3vWjo8AICmzTdf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xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><msub><mfenced separators=\"|\"><msub><mi>CH<\/mi><mn>3<\/mn><\/msub><\/mfenced><mn>3<\/mn><\/msub><mi>CCl<\/mi><mo>+<\/mo><mi>NaOH<\/mi><mo>(<\/mo><mi>aq<\/mi><mo>.<\/mo><mo>)<\/mo><mo stretchy=\"false\">\u2192<\/mo><msub><mfenced separators=\"|\"><msub><mi>CH<\/mi><mn>3<\/mn><\/msub><\/mfenced><mn>3<\/mn><\/msub><mi>COH<\/mi><mover accent=\"true\"><mo stretchy=\"false\">\u2192<\/mo><mi>Na<\/mi><\/mover><msub><mfenced separators=\"|\"><msub><mi>CH<\/mi><mn>3<\/mn><\/msub><\/mfenced><mn>3<\/mn><\/msub><mi>CONa<\/mi><mover accent=\"true\"><mo stretchy=\"false\">\u2192<\/mo><mrow><msub><mi mathvariant=\"normal\">C<\/mi><mn>2<\/mn><\/msub><msub><mi mathvariant=\"normal\">H<\/mi><mn>5<\/mn><\/msub><mi>Cl<\/mi><\/mrow><\/mover><msub><mfenced separators=\"|\"><msub><mi>CH<\/mi><mn>3<\/mn><\/msub><\/mfenced><mn>3<\/mn><\/msub><msub><mi>COC<\/mi><mn>2<\/mn><\/msub><msub><mi mathvariant=\"normal\">H<\/mi><mn>5<\/mn><\/msub><\/math><\/p><p>(iii)<br><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><msub><mi>CH<\/mi><mn>3<\/mn><\/msub><mi>CH<\/mi><mo>=<\/mo><msub><mi>CH<\/mi><mn>2<\/mn><\/msub><mfrac><mrow><msub><mi mathvariant=\"normal\">H<\/mi><mn>2<\/mn><\/msub><msub><mi mathvariant=\"normal\">O<\/mi><mn>2<\/mn><\/msub><mo>\/<\/mo><msup><mi>OH<\/mi><mo>\u2212<\/mo><\/msup><\/mrow><mrow><msub><mi mathvariant=\"normal\">B<\/mi><mn>2<\/mn><\/msub><msub><mi mathvariant=\"normal\">H<\/mi><mn>6<\/mn><\/msub><\/mrow><\/mfrac><msub><mi>CH<\/mi><mn>3<\/mn><\/msub><msub><mi>CH<\/mi><mn>2<\/mn><\/msub><msub><mi>CH<\/mi><mn>2<\/mn><\/msub><mi>OH<\/mi><\/math><\/p>","subject":""},"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v17.9 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Carry out the following conversions:(i) Phenol to Salicylaldehyde(ii) t-butylchloride to t-butyl ethyl ether(iii) Propene to Propanol - Infinity Learn 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