BUISNESS Study Guide - Midterm Guide: Product Rule
Document Summary
Integration by parts is a method of integration used to evaluate a complicated integrand or integral. It involves rewriting a product of two functions as a single integral of one function multiplied by the derivative of the other. It is often used to integrate products of sines and cosines, exponential functions, and logarithmic functions. The integration by parts method works by splitting the product of two functions into the product of one function and the derivative of the other. This is called the product rule, and it can be used to rewrite any product of two functions as a single integral of one of the functions multiplied by the derivative of the other. For example, the product of two sine functions can be rewritten as an integral of one sine function multiplied by the derivative of the other. To apply the integration by parts method, the integral must be written in terms of the products of two functions.
