Exponents

Power of a power

You can simplify the power of a power by multiplying the exponents.

$\left(a\fs2^n\right)^{\fs1m}=a\fs2^{n\;\text\;{x}\;m}$

$\left(4\fs2^2\right)^{\fs15}=4\fs2^{2\text\;{x}\;5}=\fs34\fs2^{10}$

$\left(3\fs2^4\right)^{\fs12}=3\fs2^{4\text\;{x}\;2}=\fs33\fs2^8$

Fill in all the gaps, by typing in the correct answer:

$\left(8\fs2^{4}\right)^{\fs16}=$