Find $f^{\prime}$ In Terms Of $g^{\prime}$ $f(x)=[g(x)]^{5}$ A) $f^{\prime}(x)=5[g x]\left[x g^{\prime}+g\right]$ B) $f^{\prime}(x)=5 g(x)$

Multiple Choice

Find $f^{\prime}$ in terms of $g^{\prime}$ . $f(x) =[g(x) ]^{5}$

A) $f^{\prime}(x) =5[g x]\left[x g^{\prime}+g\right]$
B) $f^{\prime}(x) =5 g(x)$
C) $f^{\prime}(x) =5 g^{\prime}(x)$
D) $f^{\prime}(x) =5\left[g^{\prime}(x) \right]^{4}$
E) $f^{\prime}(x) =5[g(x) ]^{4} g^{\prime}(x)$