What is the Formula for Integration by Parts ?

Formula for Integration by Parts If u and v are two functions of x, then the formula for integration by parts is – \(\int\) u.v dx = u \(\int\) v dx – \(\int\)[\(du\over dx\).\(\int\)v dx]dx i.e The integral of the product of two functions = (first function) \(\times\) (Integral of Second function) – Integral of …

What is the Formula for Integration by Parts ? Read More »