How do I evaluate the following;
$$\displaystyle \int \sin^{-1} \left (e^{\sqrt x}\right ) \mathrm{d}x$$
$$\displaystyle \int \sin^{-1} \left (e^{-\sqrt x} \right )\mathrm{d}x$$
Is there a closed form? How do I solve for it?
No substitution seems to work.