Search results

\displaystyle{ \int \,}\dfrac{dx}{x\, \left(x^p\, +\, a\right)}, where a,\, p\, \neq\, 0. Use the substitution u\, =\, 1\, +\, ax^{-p}. So far I've only gotten x^p=(u-1)/a x=((u-1)/a)^(1/p) I'm stuck everything I plug in just becomes really messy