Question

${64}^{12} \div {4}^{18}$

Answer 1

Heya!!Here is your answer friend ⤵⤵

$64 {}^{12} \div 4 {}^{18} \\ \frac{((4) {}^{3}) {}^{12} }{4 {}^{18} } \\ \frac{4 {}^{36} }{4 {}^{18} } \\ now \: using \: the \: law \: of \: exponents.. \\ \frac{x {}^{a} }{x {}^{b} } = x {}^{a - b} \\ hence \: we \: have \: \\ 4 {}^{36 - 18} = 4 {}^{18}$
Hope it helps you ✌✌

Answer 2

Hi Dude !!!

Your Question

${64}^{12} \div {4}^{18}$
Answer :

$= \frac{ {64}^{12} }{ {4}^{18} }$
$= \frac{ {( {4}^{3}) }^{12} }{ {4}^{18} } \\ \\ = \frac{ {4}^{36} }{ {4}^{18} }$
Now, we can use a formula here ( a law ) !!!

$\frac{ {a}^{m} }{ {a}^{n} } = {a}^{m - n}$
$\frac{ {4}^{36} }{ {4}^{18} } = {4}^{36 - 18} = {4}^{18}$

If you need the value then
${4}^{18} = 68719476736$