Question 1071774
{{{log((6^(3x)))=log((60^(4x+5)))}}}


{{{3x*log((6))=(4x+5)*log((60))}}}

{{{3x*log((6))=(4x)*log((60))+5*log((60))}}}

{{{4x*log((60))-3x*log((6))=-5*log((60))}}}

{{{x(4*log((60))-3*log((6)))=-5*log((60))}}}


{{{x=(-5*log((60)))/(4*log((60))-3*log((6)))}}}


choosing base 10,

{{{x=(-5*1.77815)/(4*1.77815-3*0.77815)}}}

{{{x=(-8.89075)/4.77815}}}

{{{x=-1.8607}}}