What is the integral of the following: $$\frac{\sin 2x}{1+\sin x}$$
I know that $\sin 2x = 2\sin x \cos x$ and then I substituted $u$ for $\sin x$ but then I got stuck after that. Can you help?
What is the integral of the following: $$\frac{\sin 2x}{1+\sin x}$$
I know that $\sin 2x = 2\sin x \cos x$ and then I substituted $u$ for $\sin x$ but then I got stuck after that. Can you help?