Hot integral

Calculus Level pending

Let \( \displaystyle \int \cos(2016x) \sin^{2014} x \, dx = f(x) + C\), where \(f(0) = 0 \) and \(C\) is a constant.

Evaluate \( \displaystyle \int_\pi ^{2\pi} f(x) \, dx \).

×

Problem Loading...

Note Loading...

Set Loading...