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Lecture

7.2 Trigonometric Integrals: Overview

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School
University of Toronto St. George
Department
Mathematics
Course
MAT136H1
Professor
all
Semester
Winter

Description
7.2 Integration Techniques Trigonometric Integrals: Overview Sine & Cosine 1. Odd Power a. When cosine power is odd, leave 1 cosine, convert all else to sine. Then let and solve using substitution. b. When sine power is odd: leave 1 sine, convert all else to cosine. Then let and solve using substitution. 2. Even Power a. When either cosine or sine power is even, use half-angle identities: ( ), and ( ) Tangent & Secant 1. Odd Power a. When tangent power is odd: leave 1 of , convert all else to . Then let and , and solve by substitution. b. When cotangent power is odd: leave 1 of , convert all else to . Then let and , and solve by substitution. c. Formulas for a sing
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