Integration by Parts

Integration by Parts is a fundamental technique in calculus used to evaluate the integral of a product of functions. By breaking down a complex integral into simpler parts and applying the integration formula, Integration by Parts enables the computation of integrals that are otherwise challenging to solve directly. This method involves selecting one function to differentiate and another to integrate, ultimately transforming the original integral into a more manageable form. With its application, mathematicians and scientists can solve a wide range of integrals encountered in various fields, from physics to engineering and beyond.