Let $f$ and $g$ be functions that satisfy $f'(2) = 12$ and $g'(2) = 9$. Find $h'(2)$ for each function $h$ given below:

(A) $h(x) = 8 f(x)$.

$h'(2)$ =

(B) $h(x) = -5 g(x)$.

$h'(2)$ =

(C) $h(x) = 12 f(x) + 11 g(x)$.

$h'(2)$ =

(D) $h(x) = 6 g(x) - 9 f(x)$.

$h'(2)$ =

(E) $h(x) = 4 f(x) + 7 g(x) + 2$.

$h'(2)$ =

(F) $h(x) = -3 g(x) - 5 f(x) + 6 x$.

$h'(2)$ =

Your overall score for this problem is