4385261
Integration Technique
- 1. Simplification
- 2. Basic substitution method
- 3. Completing the square
- quadratic func can't factorise
- 2v+1c
- 2v
- 2v
- 2v+1c
- quadratic func can't factorise
- 4. Trigo identities
- 5. Improper fraction
- degree nume ≥ degree deno
- long division
- degree nume ≥ degree deno
- 6. Separating fractions
- fractions separated
- simpler integrand
- simpler integrand
- fractions separated
- 7. Multiply by form of 1
- conjugation
- conjugation
- 8. Eliminate square root
- trigo in square root
- trigo func simplified to squared trigo
- trigo func simplified to squared trigo
- trigo in square root
- 9. integration by parts
- ILATE
- ∫u dv
- ∫u dv
- Tabular integration
- ∫u dv
- differentiate u until =0
- differentiate u until =0
- ∫u dv
- Special Tabular integration
- ∫u dv
- differentiate u until get initial func
- differentiate u until get initial func
- ∫u dv
- ILATE
- 10. ∫ of Rational func by partial fractions
- a. non- repeated linear factors
- heaviside cover up
- b. repeated linear factors
- c. irreducible quadratic factors
- d. improper fraction
- e. transcedental func
- a. non- repeated linear factors
- 11. Trigonometric Integrals
- products of sines and cosines
- Method is to subs
t=tan x
- Method is to subs
t=tan x
- 12. Trigo substitution
- 13. Improper Integral
- type 1
- type 2
- type 1
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