Question 1061208
<pre><b>
{{{log((36^2))  +  log((2^6))  + log((36^3))- log((2^24))}}}

Break 36 into prime factorization:

   {{{36}}}{{{""=""}}}{{{4*9}}}{{{""=""}}}{{{2*2*3*3}}}{{{""=""}}}{{{2^2*3^2}}} 


{{{log(((2^2*3^2)^2))  +  log((2^6))  + log(((2^2*3^2)^3))- log((2^24))}}}

{{{log((2^4*3^4))  +  log((2^6))  + log((2^6*3^6))- log((2^24))}}}

{{{( log((2^4))+log((3^4)) )+log((2^6)) + ( log((2^6))+log((3^6)) )-log((2^24)) }}}

{{{( 4*log((2))+4*log((3)) )+6*log((2)) + ( 6*log((2))+6*log((3)) )-24*log((2)) }}}

{{{ 4*log((2))+4*log((3)) +6*log((2)) +  6*log((2))+6*log((3))-24*log((2)) }}}

{{{(4+6+6-24)log((2))+(4+6)log(3)}}}

{{{-8*log((2))+10*log((3))}}}

Edwin</pre></b>