Question 967492
{{{4n^(3/2)=8^(-1/3 )}}}

{{{4n^(3/2)=1/8^(1/3 )}}}

{{{log(4n^(3/2))=log(1/8^(1/3 ))}}}

{{{log(4)+log(n^(3/2))=log(1/8^(1/3 ))}}}

{{{log(2^2)=log(1)-log(8^(1/3 ))-(3/2)log((n))}}}


{{{2log(2)=0-(1/3 )log(8)-(3/2)log((n))}}}


{{{2log(2)+(1/3 )log(2^3)=-(3/2)log((n))}}}


{{{2log(2)+(1/3 )3log(2)=-(3/2)log((n))}}}


{{{2log(2)+log(2)=-(3/2)log((n))}}}


{{{3log(2)=-(3/2)log((n))}}}


{{{3log(2)/(-3/2)=log((n))}}}


{{{cross(3)log(2)/(-cross(3)/2)=log((n))}}}


{{{-2log(2)=log((n))}}}


{{{log(2^(-2))=log((n))}}}


{{{log(1/2^2)=log((n))}}}


{{{log(1/4)=log((n))}}}


{{{n=1/4}}}