Antiderivatives can be difficult enough to solve on their own, but when you’ve got two functions multiplied together that you need to take the antiderivative of, it can be difficult to know where to start. That’s where the integration by parts formula comes in!
This handy formula can make your calculus homework much easier by helping you find antiderivatives that otherwise would be difficult and time consuming to work out. In this guide, we’ explain the formula, walk you through each step you need to take to integrate by parts, and solve example problems so you can become an integration by parts expert yourself.