Integration Techniques
part 1: substitution, integration by parts, trigonometric integration
part 1: substitution, integration by parts, trigonometric integration
Video lectures
clock here to go to playlistIntegration by parts
Integration by parts is mostly used when we need to integrate the multiplication of two functions. It allows to eliminate one of the functions from the integration.
Integration by parts in examples
Most of the cases when we have the multiplication of two functions are solved using integration by parts, where we denote one function as "u" and another one as "dv". But how we should decide which one should be "u" and which one is "dv"? In this video lecture we will figure out some tips and general algorithm of using the integration by parts.
Trigonometric Integration 1: sine & cosine
power of cosine is odd
power of sine is odd
powers of both are even
Trigonometric Integration 2: tan & Secant
power of secant is even
power of tangent is odd
Online quizzes & Assignments