Mind map
Technique of Intergral
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Technique of Intergral
·
- Basic Substitution
- Choose U
- Find dU
- Subs
- Find dU
- Choose U
- Basic Substitution
·
- Completing the square
- Completing the square
·
- Trigonometric Identities
·
- Use Identities
·
- Improper Fraction
- Degree numerator > enominator
- Long Division Method
- Degree numerator > enominator
- Improper Fraction
·
- Separating Fraction
- numerator only
- numerator only
- Separating Fraction
·
- Multiplying form of 1
- Multiplying form of 1
·
- Eliminate square root
- Eliminate square root
·
- Integration by Parts
- {u dv
- Use I, L, A, T, E
- Find du and v
- Formula
- Find du and v
- Use I, L, A, T, E
- Tubular Integration
- Choose U
- must differentiable until 0
- Example
- must differentiable until 0
- Choose U
- {u dv
- Integration by Parts
·
- Intergration by Partial Fraction
- Improper fraction
- Long Division Method
- Use CoverUp method
- Use CoverUp method
- Long Division Method
- Rational fraction
- Factorise denominator
- Improper fraction
- Intergration by Partial Fraction
·
- Power trigo >2
- Trigonometric Integrals
- 1 term
- manipulate until power 2
- Reduction Formula
- Formula
- 2 term
- both odd
- choose lower power
- both even
- Manipulate until power 2
- 1 even 1 odd
- choose odd
- Manipulate until power 2
- choose odd
- both odd
- Different angle
- refer identities
- T Substituition
- subs
- make all T
- subs
- 1 term
- Trigonometric Integrals
- Power trigo >2
·
- use Trigonometric Substitutions
- Find x^2, dx
- subs into eq
- Find x^2, dx
- use Trigonometric Substitutions
·
- Improper Integral
- Type I
- limit have infinity
- limit approaching
- limit approaching
- limit have infinity
- Type II
- limit cause math error
- limit approaching
- limit approaching
- limit cause math error
- Type I
- Improper Integral
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- Description
- Mind Map on Technique of Intergral, created by Ammar Zaki on 17/02/2016.
- Created by
- Ammar Zaki · Feb 2016
- Updated
- Feb 25, 2016
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