I have another derivative question, this one's a little more complicated...
Find the derivative of the following:
h(x) = 3e^((sin)(x+2))
I'm having a hard time even getting started on this one...
What do you mean by (sin)(x+2)? Do you mean:
$\displaystyle h(x) = 3e^{\sin(x+2)}$
Using the chain rule: the derivative of $\displaystyle e^{f(x)}$ is $\displaystyle e^{f(x)} \cdot f'(x)$
$\displaystyle h'(x) = 3e^{\sin(x+2)} \cdot \cos(x+2) \cdot 1 = 3 \cos(x+2) e^{\sin(x+2)}$