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Q.

Find the value of {"mathml":"<math class="image_resized" style="width:136px;height:16px"></p><br><span style="font-family:Options:-

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a

3/2

b

6/5

c

7/6

d

5/4 

answer is A.

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Detailed Solution

Concept: We must first separate the base and radicand before applying the logarithmic formula to simplify. To ensure that every log has the same base, we shall convert the log's base. Below are a few logarithm formula:
{"mathml":"<math class="image_resized" style="width:88px;height:48px"><span style="font-family:Where it is referred to as the base and is the radicand.
{"mathml":"<math class="image_resized" style="width:100px;height:14px"><span style="font-family:.......................1
Because the bases of the two logarithmic terms differ. Therefore, using the formula, first separate the base and radicand,
{"mathml":"<math class="image_resized" style="width:88px;height:48px"><span style="font-family:..............................2
{"mathml":"<math class="image_resized" style="width:136px;height:21px"><img src="data:image/jpeg;base64,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AK6aTb3ImV1qKuoX9cup2/UDKLnqNxIzE2MVuD8u3f20M1WB+z+l+9p1DhkDt2uoRwr4vjKspN5vO0P00pyLTLGWcfL1Z1THsBuumgxL+V1ZPw8yzeOU1C/ql3PwUul+Tu1cX20Kl2esAjcLVNT7aWeqAjeFU/3adTL7w752DfP4R1lciu0jN3HW+23nodWmlP2O4afubA1XQ6ZtbZ8DlzGUYp9zU/2yon6Zp11j6TNhA1y6sQrcjGGs99POVDeS7HO57K93tt4tvS318+v0HZ+aFQbrfS6THpy7Vpty264eu4yDhKviK2X9+L+sH7TqF/XLOXh76X5W7VzGj2XoGKPATQ9CvY86uZloChk7Xb92nUPey/XSfX6djO/sIwtb1Ptc5tBp0K6KTWOF2znkO4ZTVjcy82P3sqhfDnsv10v3+XXUL5cjM0PVn9cyGvTMwhgF7j439yR9Lx3uI1O21a9b55AZEbK/XPas99FOLvemF+RYD5fuPpe53tqOdbdK9/NqZ4rjDS5T1mtI+bM85p8tl9vjqn5Rv5yLp0v381pGg55ZuMwCN4XX2MbozcksAPU+6uSS97G+Vbr7S26VaSqpU/Xd0v3M2tl3Pmg4RfeU9RvEs/DSZS+qpn5Rv5yLNNrrz2yZ3BwNl26MAjc9QvU+NuXQ/R6rft066RE5RHpH9rkp663LJxwgBWo9M8Uy6Vlhu0+W7mfWjgY95+pNZf2Gyl+Vfr24Q1G/qF/OxedL9zNb5out7eDSjFHgxq7pt5Kp5m6tX7fOX1ab7u19Zfel0Zt3tt7fZ0p3P8n32huxUZZFrz+3dvQ+cY4yPWV7PYb8e9ZomAP1i/rlXFw0o9EnWtvBpRmrwG2P49yWL93Zelz169a5udr0IGlA7ip0b9zZerd7y2JGhHofGQerd3m39FjVn90yh172hlOQ3txMi7g8zjNfdnrr50L9on45Fxc16D/c2g4uzVgF7s3S3U+dKXoF9hnjeMjCH7WsurdrYaOflN2VbGYe+EPpPjefkcJ2PxdNx2baSs5NyoWfltUxnqEUb1nb4vKpX9Qv5+JTpfv5LZMFDuHSjVXgfr9091Mnl4bHts8sBH1uMIpc3s48z/V+20mP0hNNPlBWBWj+mTmF/7d0LyFn+ymXaD8HF33XfSpVmJs0JH9cVsd3GmtvW9tiHtQv6pdzse1m5XyWMAtjFbifLd391JliEYt95gnOvM1DyGW3XUtE75MfleNueLrqLhpyM9Xld5hCewGiPzW5f/3h2VC/qF/OxbZFv/J5wiyMVeBetHhFO0MVdttk//VrtpNCf8hLjqlYM167fp1dyVzF6XXK58ZxUuHVn+syuckMzkF7+rzccDnnMkP9on45Fy+X7uea5MclzMJYBW5sGrNX58k7W4/jonFvyc3Vpr1lUZf0lmW/WVXusbJoZD7S5L/KYrxifs1nzGOShSoyJ3CmC7vs+aLPwbabljIFHJyDDKtYHte51D/VD9WMzc/5dehMUeqX4ahfLk+O//q7TfKDzfh5ZmPMAvebpbuvOimUx3SjdF+znaF+XWdGguXMCz8oi6nkmNa2cbVfa28EJ+qxsjqmM/tJxktPZTmGO43KQ6hfhqF+uVyZZ77+bpPMEASzMWaB+/bS3demjFkxtednrpNK8fWrTY/25bLaZ3pKuBybZoNID8o97Y3gBLUbFBk+8dD6w6P6eFm87m/qB/agfulP/XL5Xizd7ze51t4ILtuYBW7cLN391UmPwxjeULqv1U56ePrI2Mi89+X+/nv9YSa07TjOeGM4ZfWwjo+uPzyqzF2ecfp53S9Uj+1j23nZjvplM/XLPGSBsvq7TW62N4I5GLvAfaB091cnvahjTLlWV4Tt5MaiPnf6Z7qyn5XV/n6x/jATu1m633EuUc9tXm44RMY/t4/pKVekzNzmr5TF6+aqwDHDPNQvx1G/zEPuGdnUO59j6h2t7WAWxi5wY9ccuknf3oxN2gVincda2x0qJ3nGzrX3l4qXy5HxpfX3m3y+vRGcmNzw2J4//DPrD48qs6EsG/PJses4qF8Op37ZLT94MpRq14JafT1eut9tkmFQMDsZi1kfrHX6FrjpJV1ett2W9ADdt3zCAPLruX6NZbJq6F2rTQ+26WasnPispLDNQhzfLovZMfr0Vl0kvYZZIbP+PjLLA5yqLAiUMdjL43nsdRTSiEz5mxlTnindhYiOrQPUL4dTv2yXxbAya1n7s8nVkKfL4gfwkFKH1d9Dom5htnbNo5sMcQNWxn3W+62TZcyH8uPS3X/y97JYDORYF92IlcuiGWeagiUN2D6F+qnK35yp0+rPJg2EFLpDX6ZM4Vq/1q2yWF0RTlGGkSxnNJlDbpXjqV8Oo37ZLj8268+kTm5Sfu/yCT3cU1ZThLbzQhnmRmcYRS7j1gdtndwUMoRMH1jvu84Qy1GnwKv3u0zfS5ebek/GSnqVUkE8XxZTMmb8bC41ztlXSvfvaCcN+2+UYRZbybzL9f4zTV1u5INTlKEuu3qbp07O6WOpXw6jftmuHoZ0UR67/Zxj5MfSpqu+meVp7CE+0Mu25Yzb6VOg17bNFb5MLjP3WSwll183/bJOMvVbX5t6n6dMPp8MZZlrL8GmG4g2Jdtdu/2cQ72hbO4hy0p+97S2g1OSISHbyq7LzD3leOqXw6hftvtr6b7fi5J7HA5d9ClXxzZ9vz8vx90UDpNJ4ZRf6fXBW+dXyycM5EbpvkY76aHKiXWonLwvle7+ks+1tuvjq6W778tIehAOXeRlCof2LqZhfsjfkcuu9RjKJBWhApdTlV7BfVY+nTp9hqmoXw6nftkuw13q97kr+a73+W7yAyZXeOp7R5JMfXzVhjdxYjLGOGPy6oN3W9KQGlLm1K1fo53c6HLILCW5sWpThZgTesibZXLJbdMCRpeRjLPNjTtzknHy9fvcJymss2hKxtO2h+Pk3zOLTSq69qwby+Q7n3IqPxhae3rIueXYcl/9chz1y3aZWaZ+j/smV2/z/Axpyw3g8dqyuMfjybL5npU/l8WiajBLOZBzuTG/RA/tSU0yY0kaXEP9Ws1MDpvGqrWTHpEUvOntqeV9ZPzl/5Xu85KbZZz5h7PPX5bu611G8j2O8Tcea9sUkkMnl0VTac95zCfskoZvxubWx/cckrJl2fjZh/plGOqXzfJ9ZOhL/R6HTnrpv1lc8WWmstpc7v7e5/LnvsnNNPkF+93STxpk6X1tT9G2LfkVnYIuBWwadJsujyUppKf4ZZ2e4W2XYKdMhq3Mya4bY/vkZpPrZbhKHy5LGsDPle4xPpd8q+xH/TIO9UtXetXzw69+j0Mk3/8Tpd89IzC6TZeThkqGWAwhPVXpcc2lsfo19kkqk7yX9BBPbXlpOe89Q0e2VQRj5t1lXvI9HDPmsU6O3YyPz+wUh97gBHOW4WT18T6nvLPsR/0yLvVLV4bO3Cj9f0Tmh2Nu3M6PJ51EMILMVZ4bWTIt4c2yuLs9Yx6XyX9nqq2ciI+VxRjGyzgZ08BcFrbp0Wk3OO8vi/F5j5bFr/4bZdEwzbzpucSe3qdUhOk5av9txxbW+/amTS3zKn+2LL7L9Hzl704h2v6b898ZN5qeoHyn6VF7uAy7EAxAqF8Oz1zrl3wv+RwyzOupsvjBU3+f+QwydChXw/KjLD38acDnRwHAq4tXLG9eSiF5bf3hQaQHL7NfZFxpGrhp6KZRvKlXIpe8ATh96heACXy0TLssey0362Su4HaBm0IfgNOmfgGYQL3yYZ95mvvKNI/t9zLE6qsAXA71C8AEvlDWC7iM/c4ly8uSWTLaq9opcAFOk/oFYAKfLOuFbfL42haX45myeC8uiQKcJvULwARyN3zulq8L3E2LkUxtWeC+WD8AwOypXwAmkMuOvy3dwjbLgM/BS2Xxfr5TPwDArKlfACZyvXQL2+TZ9kaXJPO0L9/PB6rHAJg39QvARLIUeF3YJrlZ6LJlWfS8lyymAcBpUb8ATCB39V+0st6+S6OPIQuBLN/HteoxAOZN/QIwkXeXbiHbzs9Wm04qC48sV/MzthHg9KhfACaSHpK6kK1zoyxubJrC65t8q6xe+7kmr13bAoBToH4BmEgK0mVPxUV5viymHhvL65r8Z5M/ltVrZhqxN7U3AuBkqF8AJvT90i1gt+UnTT5UhulRuavJx8rixqR/lG4Br7AFOG3qF4CJ3Fu6Bd6uZPsfNflKWRSa7y+LXpAUom357/z/95bFuMXrZXGJ9Rdl+81SPygugwKcA/ULwIQeKd2Cb+r8vclnCgDnRP0CMKEUupuW554iudSanhwAzo/6BWBC72jy69ItEMdKxjI+VAA4d+oXgIl9qsnLpVtADpGMbUyPybUCwFWjfgGY2IebPFX6XyrN1GUpZD/b5M0FgKtO/QIwsUwj9mBZzOWbaciebfLnspiNIIXxMn9t8psmT5fFCnzpiXng9vMBoKZ+AQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGAu7mrykSbfaPJ0k1tN/t7kn03+1eQfTf7Y5Jkm/9PkY01e8+ozAQCAS/OOJt8pi4b7/zswaeh/r8m7CgAAMKm3Nvlh6TbSj82NJncXAABgdBku89fSbZT3ze+bvKcAAACj+XLpNsSHzN+aPFAAAIDBPV66DfAx8pcm9xQAAGAwnyvdhnfy7yY/uf14etbbM9fk39/e5JGyuPk1s97Uz9+W5woAADCI95dugzsN+SfK4ubYfb2uyWNl/xlx8kMAAADo4fVNfle6vefpeT/Wu8tiTvq6AV/n+eUTAACA4zxZ1hvZmXP+P9a2OE7mr99nCM59yycAAACHSaO73bj+6vrDvf1n6Tbg63zyztYAAMBBni6rhvX/VI8NITfN7prPPlcEAACAA91fVo3qn1aPDSmz39SN+HZ+sNoUAADY1zfLokH9hyZ3V48N6dHSbcS388PVpgAAwD5y0+ufy6JB/aHqsaF9pHQb8XroAQCgh2Uj+6n6gRE8WLqN+Ha+sdoUAADYR+aef7jJW+oHRrCrQZ/3AQAAzNRFQ27+1eSNq00BAIC5ueim2CmG/AAAAD38b+k25Jd5V2s7AABghl4q3YZ8YkEpAACYufeUbkM+ebksbswFAABmLHPM1435PzW5t70RAAAwP5t659OYf3d7IwAAYH4ynKYeO59hNve1NwIAAObpJ2W9MZ+hN8bMAwDAzL22yTNl1ZD/Q5OPr20BAADM0tuaPFfWe+Z/3+S/it55AACYtc81+Vvp3gS7zF/KomH/muUTAACAy/eRJr8p3Qb8ttxq8tCrzwQAAC7FXU0+3eTXpdtg3zdZJVZvPQAATCjzyn+rLIbP1A30Y/LLJm8qAADAqNIbnznk6wb5EEkv/xsLAAAwmswhnxte/97kn6XbKO+bTHMJAABMKOPf72/y4SaPNvleWdzwWjfW9032AQAAXLKMs/9muXgKy035Y1ksSgUAAMzAG5p8rcm/S7fxvi1fevWZAADAbLyzySul23jflBdvPwcAAJiRu8v+c9bnBwAAADAzby6LcfJ1A76OYTcAADBTD5ZuA77OU3e2BgAAZufHpduIb+e3q00BAIC5eX/pNuLbycJVAADAjN0q3YZ8O/+x2hQAAJib75ZuI76drEILAADM1CdLtxGvQQ8AACfiQ6XbiG/HkBsAAJixt5ZuI34ZN8UCAMDMvb50G/LLmLYSAABm7nWl25Bf5oet7QAAgBm6aMjNl1rbAQAAM/Th0m3IL/O+1nYAAMAMPVq6Dfnk9+2NAACAefp+6Tbmk6+1NwIAAObpj6XbmP93k3vaGwEAAPPzYOk25pPvtDcCAADm6WbpNub/1uQt7Y0AAID5+VDpNuaTz7c3AgAA9veBJl9v8u2ymH0mc8SP4Y1Nfle6jfmftDcCAAD2c1eTH5VuAzs3pz7d5B2rTQeRhnv9Wrea3N3eCAAA2M9XSreBXTfsv9HkNcsn9PC90t3/H5rc294IAADY34ul28jelGx37fZzDvWGJj8u3X2+XExRCQAAvfyldBvaFyUN8/e8+sz9PFIWK7/W+8kwn4ynBwAAesg4+bqxvU9eaPJfTR4q68Nx8u+ZxearTV4p3edliM0n7mwNAAD0sm0KyaHzpyb/3eR1BQAAGNSuG2P75GaT62Uxmw4AADCS9NRnGE3dID80We014+M/3eTNBQAAmNTbm3y2LKaY/L8mf27y9yb/bCX//ceyuEH2h2UxXv7hJvcVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAU/Ngk/93RfJ0AQCAM6NBDwAAJ0yDHgAATpgGPQAAnDANegAAOGEa9AAAcMI06AEAACr1jwk5PgAAMLm6USrHBwAAJlc3SuX4AADA5OpGqRwfAACYXN0oleMDAACTqxulcnwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgMM8WLrzfp9rni4AAHBmNOgBAOCEadADAMAJ06AHAIATpkEPAAAnTIMeAABOmAY9AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAcDbe0+QLTX7Q5GaTvzT5R5N/Nflnk783eaXJ002eaPKxJq959ZkAAMCleGuTx5v8vsn/OyJp7KeBf60AAACTeUNZ9LKnQV430o/NL5u8uwAAAKO6Vo7vkd+Vfzd5rAAAAKP4VFk0uuuG+ND5cZPXFgAAYDCfK92G95h5tsldBQAA6O2jpdvgniLfKwAAQC/3Nflb6Ta2k5ebfK0spqB8c5P/uP2cyJSU72jycJMnm9wq3efvkwzzAQAAjvRc6Tayf9vkwfZGe7rW5Felu7+Lkvns786TAQCAw3y2dBvY6W1v98QfI/vNolP1vrclU2QCAAAHeF2TP5f1hvVX17bo54Gy6H2vG++bksb/6xdPAwAA9vHlst6o/uH6w4P4YNl/GsxP334OAACwQ4bUtBePulXG6yF/rHQb75vyo+UTAACAi9XTVD60/vCgMhvO70q3AV8nM+0AAAB7eLqsGtLPVI+N4Uul24DflDT+AQCAC2R11n+VRQM649vfvv7wKN5U9htLnzH3AADABbJI1LIBPeVKrZvmu6/z4TtbAwAAG32zrBrQU/TOL323dBvwdTToAQBgh5+XReP52fqBkX2mdBvwdT50Z2sAAGCjG01eKePObLPJx0u3AV/nnXe2BgAAZqU9dn9TctNs5scHAABmaFeD/sXVpgAAwNw8XLqN+HamnHEHAAA40KOl24hv55HVpgAAwNx8tXQb8ctkoavXrjYFAADm5oel25Bf5get7QAAgBnKTa91Q36Za63tAACAmXl96Tbil3mhtR0AADBDF81wk+ksAQCAGbtRug355Ln2RgAAwPzc1eRvpduYT97b2g4AAJih66XbkE++294IAACYp1+VbmP+T03ubm8EAADMz/tLtzGffKS9EQAAME+/LN3G/LfXtgAAAGYp01HWjfnMOf+a9kYAAMD8vK7JrbLemP9zk3vaGwEAAPP0RFlvzP+7yQfXtgAAAGZp042wn17bAgAAmKU3NvldWW/MP762BQAAMFvPlPXG/HfWHwYAAObqK2W9Mf/U+sMAAMBcZaGodmP+x+sPAwAAc/WeJn8rq8b8s03uWtsCAACYpXua/LGsGvO/aPLatS0AAIBZelOTV8qqMf+rJq9f2wIAAJilTE/567JqzOff717bAgAAmKX0wv+yrBrzL5VFbz0AADBzr2ny07JqzGcRqbesbQEAAMzSf5TFdJTLxvwfmrxtbQsAAGC2flhWjfk/Nbl//WEAAGCuvlNWjfm/NHnX+sMAAMBcPVFWjfksIPW+9YdHk7H5j5bFUB8AAOAIj5VVY/4fTT6w/vConiqL181KtAAAwIG+WFaN+X81eWj94VF9vCxe9zf1AwAAwG6fKqvGfPLR9YdHdW9ZjNPP636hegwAANjh4bLemP/E+sOjygJVr5TVVYGsSAsAAOzpw03+XVaN+c+sPzyqzJyzbMwnmSYTAADY0wfL4sbXZYP6S+sPDy6z19zX5JEmz5T1HxLJg6tNAQCAizxQFlNSthvUl5lbBQAA2EuGuixvQp1LvlIAAICdMuTlT6XboL7s3FMAAIALvbXJH0q3MX3Z+WkBAAAu1J4ecm7JTbIAAMAWd5fFCqx1Q3oOyVj+zH4DAABskMbyc6XbkJ5LvlUAAICtXlO6jeg55Z0FAICj/X9KvInlxO33twAAAABJRU5ErkJggg==" width="120" height="196" alt=Hence,the correct option is 1) 3/2.
 
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