ZibZabZabbityDoo
New member
- Joined
- Sep 10, 2014
- Messages
- 4
Hi guys I'm doing my homework and I've run into a couple problems that I don't quite understand, and the textbook doesn't give me much information to form an intuitive understanding of what's going on here so I don't know where to begin.
The question is of the form:
Using the fundamental theorem of calculus part I, find the derivative:
f(x) = (from cos x to x^5) ∫ sin(u) du
Initially I thought perhaps I'm supposed to split the integral into two parts with a constant going to the respective x function, and then solve each part accordingly, but since cos x and x^5 are variable I don't see how to determine a point to separate them at which makes me think my approach is wrong. Any insight would be greatly appreciated, thanks
The question is of the form:
Using the fundamental theorem of calculus part I, find the derivative:
f(x) = (from cos x to x^5) ∫ sin(u) du