# How do you determine which is greater (4^3)^2 (<=>) (4^2)^3?

${\left({4}^{3}\right)}^{2}$ and ${\left({4}^{2}\right)}^{3}$ are equal
Note that both ${\left({4}^{3}\right)}^{2}$ and ${\left({4}^{2}\right)}^{3}$ result in the same number of $4$'s being multiplied together.