Question

Let H'=h(x) and F'(x)= f(x). Find in terms of h, H, f, F, x, and C: the integral of h(f(x))f'(x)dx.

Answer 1

H(f(x))+C

Answer 2

take the derivative using the chain rule and you will see that it works. this method is sometimes called "u-substitution" and it is just the chain rule in reverse

Answer 3

thanks home dog!

Answer 4

woof