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Chapter 07Integrals

0107.01Approximating Area
0207.02The Definite Integral
0307.03Antiderivatives of Common Functions
0407.04The Fundamental Theorem of Calculus I
0507.05The Fundamental Theorem of Calculus II
0607.06Variable Substitution
0707.07Integration by Parts
0807.08Antiderivatives of Trigonometric Functions
0907.09Trigonometric Substitution
1007.10Partial Fractions
1107.11Improper Integrals
1207.12Choosing the Right Integration Technique

Chapter 07 · Integrals

0107.01Approximating Area
0207.02The Definite Integral
0307.03Antiderivatives of Common Functions
0407.04The Fundamental Theorem of Calculus I
0507.05The Fundamental Theorem of Calculus II
0607.06Variable Substitution
0707.07Integration by Parts
0807.08Antiderivatives of Trigonometric Functions
0907.09Trigonometric Substitution
1007.10Partial Fractions
1107.11Improper Integrals
1207.12Choosing the Right Integration Technique

Topics / 07 Integrals

07.08

Antiderivatives of Trigonometric Functions

Integrate tan, sec and powers of sine and cosine by trading identities for a substitution.

About 16 minutes

You'll learn to

→Integrate tan x, cot x, sec x and csc x
→Integrate powers of sine and cosine, odd or even
→Integrate powers of tangent and secant

← 07.07 Integration by Parts 07.09 Trigonometric Substitution →

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