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Trigonometric Substitution for Integral Solving

Learn how to integrate using trigonometric substitution method for solving inverse trig integrals. Practice with special integration formulas and complete Homework 8.4 questions from page 551. 8

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Trigonometric Substitution for Integral Solving

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  1. 8.4 Trigonometric Substitution

  2. Objectives • Use trigonometric substitution to solve an integral.

  3. How do you integrate

  4. a u b

  5. b u a

  6. u b a

  7. Example 1: 3 x

  8. We can use this method to solve inverse trig integrals. 3 x

  9. Example 2: 2x

  10. Example 3: x

  11. Example 4: x

  12. Special Integration Formulas (a>0)

  13. Homework 8.4 (page 551) #5 – 47 odd

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