Question 854405
{{{5^(2x)-6*5^x=0}}}
{{{5^(x)(5^x-6)=0}}}
Since {{{5^x}}} cannot equal zero, there is only one solution.
{{{5^x-6=0}}}
{{{5^x=6}}}
{{{x=log(5,6)}}}
{{{x=log((6))/log((5))}}}