it has been years since I have done logs, I remember something like this:
$x^{\log_z(y)} = y^{\log_z(x)}$
(where $z$ is the base) Is that correct? It doesn't seem so, since
$3^{\log_2(4)} \neq 4^{\log_2(3)}$
Am I right in that assumption? If I am, does
$x^{\log_z(y)}$
convert to anything easily?