Techniques of Integration, Integration by Power Rule, Substitution, By Parts, And Many more.....
What you'll learn
Basics of Integration, How to integrate a function by different methods, Students always confused while attempting integration because there are so many methods.
Requirements
Derivatives, Trigonometric Identities, Double Angle Formulas
Description
Students will be able to find integral of functions using the following methods:
Integration by Power Rule
Integration by Power Rule version I and II
Integration by Substitution
Integration of Trigonometric Functions by Substitution
Integration related to Inverse Trigonometric Functions
Integration of Hyperbolic Functions
Integration related to Inverse Hyperbolic Functions
Integration of Exponential Functions
Integration by Trigonometric Substitution
Integration by Parts
Reduction formula
Integration of the form Cos(A+B), Cos(A-B), Sin(A+B), Sin(A-B)
\n
Who this course is for:A-Level, Under Graduates, Graduates, All Engineering Students
https://www.udemy.com/course/master-in-integrations/

Related Downloads :

{related-news}