## How to Integrate sin^5x | Integral of sin^5x

The integral of sin^5x is equal to ∫sin5x dx = -(cos5x)/5 + (2cos3x)/3 -cos x+C, where C denotes an integration constant. Here we will learn how to integrate sin^5x. The integration formula of sin5x is given by $\int \sin^5x$ $=-\dfrac{\cos^5x}{5}+\dfrac{2}{3} \cos^3x -\cos x +C$ where C is a constant. Integration of sin5x Question: Find the … Read more