1. 3.3 Rules for Differentiation

2. What you’ll learn about Positive Integer Powers, Multiples, Sums and Differences Products and Quotients Negative Integer Powers of x Second and Higher Order Derivatives … and why These rules help us find derivatives of functions analytically in a more efficient way.

3. Rule 1 Derivative of a Constant Function

4. Rule 2 Power Rule for Positive Integer Powers of x.

5. Rule 3 The Constant Multiple Rule

6. Rule 4 The Sum and Difference Rule

7. Example Positive Integer Powers, Multiples, Sums, and Differences

9. Rule 5 The Product Rule

10. Example Using the Product Rule

11. Rule 6 The Quotient Rule

12. Example Using the Quotient Rule

13. Rule 7 Power Rule for Negative Integer Powers of x

14. Example Negative Integer Powers of x

15. Second and Higher Order Derivatives

17. Quick Quiz Sections 3.1 – 3.3