1. AP Calculus Review

2. 3.1 Definition(s) of the Derivative

5. Relating f(x) and f’(x) Graphically

6. 3.2 Types of NON-Differentiability

7. 3.2 Types of NON-Differentiability
Not Continuous (Remember: Differentiability implies Continuity)

8. 3.2 Types of NON-Differentiability
Not Continuous (Remember: Continuity implies Differentiability)
Cusp

9. 3.2 Types of NON-Differentiability
Not Continuous (Remember: Continuity implies Differentiability)
Cusp
Corner

10. 3.2 Types of NON-Differentiability
Not Continuous (Remember: Continuity implies Differentiability)
Cusp
Corner
Vertical Tangent
(Note: A vertical tangent is NOT a vertical asymptote)

11. 3.3 Rules for Differentiation
•Power Rule • Product Rule • Quotient Rule

12. 3.4 Rates of Change
• Average Rate of Change • Motion Problems

13. 3.5 Trig Function Derivatives
• All six trig functions and their derivatives

14. Workbook Problems Lesson 1 #1-4 Lesson 2 #1-2
Extra Sheet #5-7 and Examples #1-3
Lesson 3 #2-4

15. Review Worksheets Worksheet §3.1 ALL (will get on Friday)