Question

Can someone please explain how the solution of the equation below came to be 65536?

Answer 1

\[e^(8(\ln(4))\]

Answer 2

We know multiplication is commutative, so:
\[
e^{8\ln(4)}=e^{\ln(4)\cdot8}=\left(e^{\ln(4)}\right)^{8}=(4)^8=65536
\]

Answer 3

(Sadly this isn't the case for complex numbers, but, nevertheless)

Answer 4

Awwww, thank you so much @LolWolf