Question

find f'(2) of f'(x)=(h'(x))g(x)+h(x)g'(x)

Answer 1

could you draw it

Answer 2

Why would you need to draw it? Just apply the product rule where necessary

Answer 3

whats wrong with drawing something out to understand it??? so im not a genious

Answer 4

There's nothing to draw, that's why.

Answer 5

Oh wait, you aren't even finding the second derivative. Just apply the 2 to everything.

Answer 6

f'(2)=(h'(2))g(2)+h(2)g'(2) ?? @Snowfire

Answer 7

Yeah, but I feel like the problem was too easy. Is that all you needed?

Answer 8

No i had to find the derivative of f(x)=g(x)h(x) myself using the product rule