Class

This course will be taught using the Elluminate program. One of the advantages of the Elluminate program is

that each lesson will be recorded. As a result students will be able to access any notes or review questions

completed during the period they missed. The lessons are listed below by chapter, section name, and date.

Chapter 1 : Limits and Rates of Change

Review and Preview to Chapter 1 ( 2 / 2 / 09 )

1.1 Linear Functions and the Tangent Problem ( 2 / 3 / 09 )

1.2 The Limit of a Function ( 2 / 5 / 09 )

1.3 One-Sided Limits ( 2 / 5 / 09 : Starts at 1 : 31 : 00 )

1.4 Using Limits to Find Tangents Part 1 ( 2 / 6 / 09 )

1.4 Using Limits to Find Tangents Part 2 ( 2 / 9 / 09 )

1.5 Velocity and Other Rates of Change and Ch. 1 Test Outline ( 2 / 10 / 09 )

Chapter 1 Review

Chapter 1 Test

Chapter 2 : Derivatives

Review and Preview to Chapter 2 and Ch. 1 Test Reminders ( 2 / 12 / 09 )

2.1 Derivatives ( 2 / 16 / 09 )

2.2 The Power Rule ( 2 / 17 / 09 )

2.3 The Sum and Difference Rules ( 2 / 19 / 09 )

2.4 The Product Rule ( 2 / 19 / 09 : Starts at 1 : 28 )

2.5 The Quotient Rule ( 2 / 24 / 09 )

2.6 The Chain Rule Part 1 ( 2 / 26 / 09 )

2.6 The Chain Rule Part 2 ( 2 / 26 / 09 : Starts at 1 : 33 )

2.7 Implicit Differentiation ( 2 / 27 / 09 )

2.8 Higher Derivatives ( 3 / 2 / 07 : This lesson was not done in 2008 - 2009 )

Chapter 2 Review and Test Outline ( 3 / 2 / 09 )

Extra Chapter 2 Review ( 3 / 3 / 09 )

Chapter 2 Test

Chapter 3 : Applications of Derivatives

3.1 Velocity ( 3 / 6 / 09 )

3.2 Acceleration ( 3 / 9 / 09 )

3.3 Rates of Change in the Natural Sciences ( 3 / 10 / 09 )

3.6 Newton's Method ( 3 / 13 / 09 )

Related Rates Extra Practice

Chapter 3 Review and Test Outline ( 3 / 23 / 09 )

Chapter 3 Test

Chapter 4 : Extreme Values

Review and Preview to Chapter 4 ( 3 / 26 / 09 )

4.1 Increasing and Decreasing Functions ( 3 / 27 / 09 )

4.2 Maximum and Minimum Values Part 1 ( 3 / 30 / 09 )

4.2 Maximum and Minimum Values Part 2 ( 3 / 31 / 09 )

4.3 The First Derivative Test ( 4 / 2 / 09 )

4.4 Applied Maximum and Minimum Problems Part 1 ( 4 / 2 / 09 : Starts at 1 : 31 : 30 )

4.4 Applied Maximum and Minimum Problems Part 2 ( 4 / 3 / 09 )

Chapter 4 Review ( 4 / 7 / 09 )

Chapter 4 Test

Chapter 5 :Curve Sketching

5.1 Vertical Asymptotes and Ch. 4 Test Outline ( 4 / 6 / 09 )

5.2 Horizontal Asymptotes ( 4 / 9 / 09 )

5.3 Concavity and Points of Inflection Part 1 and 2 ( 4 / 15 / 09 )

5.3 Concavity and Points of Inflection Part 3 ( 4 / 16 / 09 )

5.4 The Second Derivative Test ( 4 / 17 / 09 )

Chapter 5 Review ( 4 / 24 / 07 )

Chapter 5 Test

Chapter 7 : Derivatives of Trigonometric Functions

Review of the Trigonometric Identities and Ch. 5 Test Outline ( 4 / 20 / 09 )

7.1 Limits of Trigonometric Functions Part 1 ( 4 / 23 / 09 )

7.1 Limits of Trigonometric Functions Part 2 ( 4 / 24 / 09 )

7.2 Derivatives of the Sine and Cosine Functions Part 1 ( 4 / 27 / 07 )

7.2 Derivatives of the Sine and Cosine Functions Part 2 ( 4 / 30 / 07 )

7.3 Derivatives of Other Trigonometric Functions Part 1 ( 5 / 1 / 07 )

7.3 Derivatives of Other Trigonometric Functions Part 2 ( 5 / 3 / 07 )

7.4 Applications Part 1 ( 5 / 3 / 07 ) This lesson was recorded on the same day as 7.3 Part 2

7.4 Applications Part 2 ( 5 / 4 / 07 )

7.6 Derivatives of the Inverse Trigonometric Functions ( 5 / 7 / 07 )

Chapter 7 Review ( 5 / 8 / 07 )

Chapter 7 Test

Chapter 8 : Exponential and Logarithmic Functions

Review and Preview to Chapter 8 Part 1 ( Starts at 25 : 31 : 00 5 / 10 / 07 )

Review and Preview to Chapter 8 Part 2 ( 5 / 11 / 07 )

8.2 Derivatives of Exponential Functions ( 5 / 14 / 07 )

8.4 Derivatives of Logarithmic Functions Part 1 ( 5 / 15 / 07 )

8.4 Derivatives of Logarithmic Functions Part 2 ( 5 / 17 / 07 )

8.5 Exponential Growth and Decay ( 5 / 17 / 07 )

8.6 Logarithmic Differentiation ( 5 / 18 / 07 )

Chapter 8 Review ( 5 / 22 / 07 )

Chapter 8 Test

Chapter 9 : Differential Equations

9.1 Antiderivatives ( 5 / 24 / 07 )

9.2 Differential Equations With Initial Conditions ( 5 / 25 / 07 )

Chapter 10 : Area

10.1 Area Under a Curve ( 5 / 28 / 07 )

10.2 Area Between Curves ( 5 / 29 / 07 )

Chapter 11 : Integrals

11.2 The Fundamental Theorem of Calculus ( 6 / 4 / 07 )

11.3 The Substitution Rule ( 6 / 5 / 07 )

11.4 Integration by Parts and Final Exam Outline ( 6 / 7 / 07 )

Final Exam Review ( 6 / 8 / 07 )