I have following Integral, I want to determine its solution.
$$ \int_{\text{T0}}^T \frac{\text{erfc}\left(\sqrt{x}\right) \exp (x)}{\sqrt{A-x}} \, dx $$ So far, I have tried Integration by parts by considering:
$$ u = \frac{\exp (x)}{\sqrt{A-x}} $$ and $$ v = \text{erfc}\left(\sqrt{x}\right) $$ But I couldn't converge to solution. Any help will be appreciated.