How to Integrate By Parts: Step-by-Step Guide
Integration by parts is a technique in integral calculus that is used to integrate products of functions. It’s based on the product rule for differentiation and is especially useful when integrating the product of an algebraic expression and a transcendental function.
How to Find the Integral of Radicals
Integrating functions with radical expressions (also known as root functions) is a significant topic in calculus. Radicals often appear in various forms, such as square roots, cube roots, etc., within integral problems. The strategies to integrate these functions vary based on the type of radical and the accompanying function.
