1. The General Power Formula Lesson 9.1

2. 2 Power Formula … Other Views

3. 3 Review From Chapter 6 – General Power Formula Consider application to transcendental functions

4. 4 Applying Power Formula Consider  Let u = sin x  u 2 = sin 2 x  Then what is du? du = cos x dx

5. 5 Converting the ln Function Try this …  What should we substitute for u?  What is the du? The integration u = (ln x) du = 1/x dx

6. 6 Functions Involving e x Given  What should we substitute for u?  What is the du? The integration u = 3e 3x + 1

7. 7 Working with Inverse Trig Functions Given  What should we substitute for u?  What is the du? The integration u = arctan x

8. 8 Application Find the area under the curve  For 0 < x < 1 The integral  u = ?  du = ?

9. 9 Assignment Lesson 9.1 Page 357 1 – 27 odd, 31