Question 1006514
 Let {{{ln (a)=2}}}, {{{ln (b)=3}}}, {{{ln (c)=5}}}. 

Solve:

{{{f (x)=(ln (c^2))(ln (a^4/b^2))^-1 }}}


{{{f (x)=(ln(5^2))(ln (2^4/3^2))^-1}}}
 

{{{f (x)=(2*ln(5))(4*ln (2)-2*ln(3))^-1 }}}


{{{f (x)=(2*ln(5))(1/(4*ln (2)-2*ln(3))) }}}


{{{f (x)=2*ln(5)/(4*ln(2)-2*ln(3)) }}}


{{{f (x)=5.5945 }}}