Answer
It makes sense
Work Step by Step
The statement makes sense.
To solve for $4^x=15,$ since we cannot rewrite it as a power of the same base, we solve the equation using the logarithmic form"
$\log 4^x=\log 15$
$x\log 4=\log 15$
$x=\frac{\log 15}{\log 4}$
$x\approx 1.95$
