# Integration Techniques

### Description

Practice identifying the proper integration technique to use
Flashcards by Rob Grondahl, updated more than 1 year ago
 Created by Rob Grondahl over 5 years ago
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## Resource summary

 Question Answer Powers of tangent Integration by Parts Partial Fractions (2 Linear Non-Repeated Factors) Integration by Parts (Table Method) Integration by Parts Integration by Parts Integration by Parts Odd Powers of Cosine Even Powers of Sine and Cosine Odd Powers of Secant Even Powers of Secant Pythagorean Identity Half-Angle Identity Trig Substitution (Secant) Trig Substitution (Tangent) Trig Substitution (Sine) Long Division then Partial Fractions (1 Repeated Linear Factor) Partial Fractions (2 Non-Repeated Linear Factors) Integration by Parts Integration by Parts Integration by Parts Odd Powers of Sine Even Powers of Cosine Powers of Tangent Odd Powers of Secant Trig Substitution (Secant) Trig Substitution (Secant) Trig Substitution (Sine) Trig Substitution (Tangent) Long Division then U-sub Partial Fractions (1 Non-Repeated Linear) (1 Non-Repeated Quadratic Irreducible) Partial Fractions (1 Non-Repeated Linear) (1 Non-Repeated Quadratic Irreducible) Trig Substitution (Tangent) Integration by Parts Integration by Parts Integration by Parts Integration by Parts Odd Powers of Sine and Cosine Odd Powers of Sine and Cosine Even Powers of Sine and Cosine Even Powers of Sine Odd Powers of Cosine Powers of Tangent Powers of Tangent Even Powers of Secant Trig Substitution (Sine) Trig Substitution (Sine) Trig Substitution (Tangent) Trig Substitution (Tangent) Partial Fractions (1 Repeated Linear) (1 Non-Repeated Irreducible Quadratic) Partial Fractions (1 Repeated Linear) (2 Non-Repeated Linear) Partial Fractions (1 Repeated Quadratic Irreducible)

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