I was recently asked to evaluate the following integral:
$$\int_0^x e^t \sqrt{2 + \sin(2t)} \, dt$$
It was beyond the ken of WolframAlpha, which I find quite discouraging.
Does anyone have an idea of how to tackle this problem?
I was recently asked to evaluate the following integral:
$$\int_0^x e^t \sqrt{2 + \sin(2t)} \, dt$$
It was beyond the ken of WolframAlpha, which I find quite discouraging.
Does anyone have an idea of how to tackle this problem?