Lesson 7.3- Integrating Trigonometric Functions

M12 Unit 7: Principles of Integral Evaluation Lesson 7.3- Integrating Trigonometric Functions

In the last session we derived reduction formulas for integrating positive integer powers of Sine, Cosine, Tangent and Secant. In this section, we will show how to work with these reduction formulas and we will discuss methods for integrating other kinds of integrals that involves trigonometric functions.

Lesson Content

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• Topic 1: Integrating Powers of Sine and Cosine

Topic 1 Self-Quiz (Integrating Power of Sine and Cosine)

• Topic 2: Integrating Products of Sines and Cosines

Topic 2 Self-Quiz (Integrating Products of Sines and Cosines)

• Topic 3: Integrating Powers of Tangent and Secant

Topic 3 Self-Quiz (Integrating Powers of Tangent and Secant)

• Topic 4: Integrating Products of Tangents and Secants

Topic 4 Self-Quiz (Integrating Products of Tangents and Secants)

• Topic 5: An Alternative Method for Integrating Powers of Sine, Cosine, Tangent and Secant

Lesson 7.3 Quiz (Integrating Trigonometric Functions) (10 Marks)

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