Overview
Integration by parts is useful when the integrand is the product of an “easy” function and a “hard” one. In this session we see several applications of this technique; note that we may need to apply it more than once to get the answer we need.
Lecture Video and Notes
Video Excerpts
Clip 1: Introduction to Integration by Parts
Recitation Video
Finding u and v’ When Integrating by Parts
Lecture Video and Notes
Video Excerpts
Clip 1: Integral of Natural Log
Clip 4: Another Reduction Formula
Recitation Video
Integrating sinn(x) Using Reduction
Worked Example
Integral of x4 cos(x)
