#### Assigned Work: pg. 90 #2, 5d-f, 8, 10

pg. 105 #4, 5, 7-15, 17-19

###### Proofs of Differentiation Rules - Part 2

#### Assigned Work: pg. 97 #4-11, 13-15, 17

#### Assigned Work: pg. 73 #1-3, 5-7, 9, 10, 12-20

#### Assigned Work: pg. 82 #2-12, 15-18, 20, 24-26, 28

###### Proofs of Differentiation Rules - Part 1

#### Assigned Work: pg. 90 #1a-e, 4, 5a-c, 6, 7, 9,11-14

Also, if P(x)=f(x)g(x)h(x), where f(x), g(x) and h(x) are differentiable, find an expression for P’(x).

#### LESSON 1 - The Derivative

#### LESSON 2 - The Derivative of Polynomial Functions

#### LESSON 3 - The Product Rule

#### LESSON 4 - The Quotient Rule

#### LESSON 5 - The Derivatives of Composite Functions

#### Assigned Work: Questions on handout provided in class.

###### Solutions for Assigned Work

#### LESSON 6 - Tough Derivatives

#### Assigned Work: pg. 110 #1-13, 15-30

###### Solutions for Last Year's Test

#### Unit Review