For the functions, $n^k(n^k),$ and $c^n(c^n),$ what is the asymptotic relationship

between these functions? Assume that $k1$ and $c>1$ are constants. Choose

all answers that apply:

$n^k$ is $(c^n)$

$n^k$ is $O(c^n)$

$n^k$ is $(c^n)$

To answer this, we need to think about the function, how it grows, and what functions bind its

growth.

$n^k$ is a polynomial function, and $c^n$ is a exponential functiol $($in the picture below$)$