Question

Find the potential solution to the equation log4(2x-x)=log4(-5x-18)

Answer 1

$\bf log_4(2x-x)=log_4(-5x-18)\impliedby \textit{since both logs are the same base} \\\\\\ 2x-x=-5x-18\implies x=-5x-18\implies 6x=-18\\\\\\ x=\cfrac{-18}{6} \implies x=-3$

Answer 2

find the potential solution to the equation

Answer:

-5