These notes are posted as a service to you. They maybe hard to understand without attending class and hearing verbal explanations from lectures; they are not meant to replace your textbook; in particular they are not as detailed as a textbook and they have not been as carefully edited and proofread as a textbook, occasioanlly they may contain typos (if you notice a typo pleas email me so I can correct it).

Lesson 1. 10.1

Lesson 2. 2.1

Lesson 3. 2.2

Lesson 4. 2.3 and 2.6

Lesson 5. 2.3 and 2.6

Lesson 6. 2.3, 2.6 and 2.5

Lesson 7. 2.5 and 2.7

Lesson 8. 2.7 and 2.8

Lesson 9. 3.1,3.2,3.3

Lesson 10. 3.3

Lesson 11. 3.4

Midterm review

Lesson 12. 10.2

Lesson 13. more 10.2

Lesson 14: 3.5. Implicit differentiation

Lesson 15: 3.6. Logarithmic differentiation. Derivatives of inverse functions

Lesson 16: 3.9. Related rates

Lesson 17: 3.9. More realted rates problems

Lesson 18: 3.10. Linear approximation. Differentials.

Lesson 19: Ch3 Review

Lesson 20: 4.1 Critical numbers. Global minima and maxima.

Lesson 21: 4.3 Critical numbers. local minima and maxima.

Midterm review

Lesson 22: 4.4 De l Hospital rule.

Lesson 22: 4.5 Function graphing

Lesson 24: 4.7 Optimization problems.

Lesson 25: More problems from 4.5 and 4.7

Lesson 26: Final Problems

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