Question 432928
{{{log(9x-24) - log(x-4) = 1}}}
<==> {{{log((9x - 24)/(x-4)) = 1}}}
<==> {{{(9x - 24)/(x-4) = 10^1 = 10}}}
==> 9x - 24 = 10(x-4), assuming {{{x<>4}}}.
==> 9x - 24 = 10x - 40
or x = 16.  This x-value satisfies the original equation, hence is the final answer.