What is Integration? Basic Types | ExamSolutions

Veröffentlicht am: 10 August 2020
auf dem Kanal: ExamSolutions

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Integration in calculus can be considered as the inverse of differentiation (anti derivative). Here I introduce you to the concept of indefinite integration and look at integrating terms of the form ax^n, handling negative and rational powers with examples to try. Check out the contents below.

PAGE 1: Introduction 0:0:04
What is integration? 0:02:50
How to integrate terms of the form ax^n 0:03:42

PAGE 2: Example to try
1(a) Integral - Now try this 0:09:22
1(b) Finding the constant C 0:11:27

PAGE 3: Integrals involving expanding brackets
Example 1 0:14:02
Example 2 0:15:36

PAGE 4: Integrals involving negative powers
Example 1 0:19:11
Example 2 0:21:54
Example 3: 0:25:00

PAGE 5: Integrals involving roots
Example 1 0:27:26
Example 2 0:30:20

Page 6: Putting it all together
Example 0:32:46

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Videos in this series:
INTEGRATION 1: What is Integration?
A look at basic indefinite integration
   • What is Integration? Basic Types | Ex...
INTEGRATION 2: Definite Integration
Looks at definite integration and applications.
   • Definite Integration | ExamSolutions
INTEGRATION 3: Area under a curve
Looks at areas under a curve to the x-axis, below the x-axis, between a curve and a line and between two curves.
   • Area under and between Curves by Inte...
INTEGRATION 4: Integrals of the form (ax+b)^n
   • Integration (ax+b)^n - How to?  | Exa...
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