Asked by marcus
evaluate the indefinite integral:
x^13(cos(x^7))dx
I've tried using integration by parts but I haven't ssem to be getting the right answer. I've used u=x^13 and dv=cos(x^7) and vice versa...
much help is appreciated
x^13(cos(x^7))dx
I've tried using integration by parts but I haven't ssem to be getting the right answer. I've used u=x^13 and dv=cos(x^7) and vice versa...
much help is appreciated
Answers
Answered by
drwls
Let x^7 = u
7 x^6 dx = du
The integral becomes.
(integral of)(1/7) u cos u du
Perform that integration by parts, which is a lot easier, and then substitute back x^7 for u.
7 x^6 dx = du
The integral becomes.
(integral of)(1/7) u cos u du
Perform that integration by parts, which is a lot easier, and then substitute back x^7 for u.
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