| Course Notes |
Worksheets with Solutions and Practice Tests |
| Chapter 1 Introduction to Calculus: Limits |
Radical Expressions: Rationalizing Denominators
Notes 2010
| Handout
| PowerPointShow
|
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The Slope of Tangent Line
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
|
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Rate of Change
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
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Limits 10
Limits 11
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| Mid-Chapter Review |
Quiz 1 Limits with Solutions
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The Limit of a Function
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
|
Limits 06
Limits 08
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Properties of Limits
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
|
Limits 01
Limits 02
Limits 03
Limits 04
Limits 05
Limits 06
Limits 08
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Continuity
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
|
Limits 07
Limits 09
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| Chapter 1 Review |
Winter 2009 T1 V1
Winter 2009 T1 V2
Summer 2009 T1
Winter 2010 T1 V1
Winter 2010 T1 V2
Summer 2010 T1 V1
Summer 2010 T1 V2
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| Chapter 2 Derivative Rules |
Derivative Function. First Principle
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
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First Principle
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Power Rule. Derivative of Polynomial Functions
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
|
Power Rule
Power, Sum/Difference Rules
Derivatives of Polynomial Functions
Piecewise Defined Functions
Power Functions
Functions Defined by a Graph
Power Functions (II)
|
Product Rule
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
|
Product Rule
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| Mid-Chapter Review |
Quiz 2 Derivative Rules with Solutions
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Quotient Rule
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
|
Quotient Rule
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Chain Rule
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
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Chain Rule (I)
Chain Rule (II)
Chain Rule (III)
Chain Rule (IV)
Chain Rule (V)
Chain Rule (VI)
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| Tangent and Normal Line |
Tangent Line (I)
Tangent Line (II)
Tangent Line (III)
Tangent Line (IV)
Tangent Line (V)
Tangent Line (VI)
Tangent Line (VII)
Normal Line
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| Chapter 2 Review |
Winter 2009 T2 V1
Winter 2009 T2 V2
Fall 2009 T2
Winter 2010 T2 V1
Summer 2010 T2 V1
Summer 2010 T2 V2
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| Chapter 3 Applications of Derivatives |
Higher Order Derivatives. Velocity and Acceleration
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
|
Higher Derivatives (I)
Higher Derivatives (II)
Higher Derivatives (III)
Velocity and Acceleration (I)
Velocity and Acceleration (II)
Velocity and Acceleration (III)
|
Minimum and Maximum on an Interval. Global Extrema
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
|
|
Optimization
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
|
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| Chapter 4 Applications of Derivatives |
Increasing and Decreasing Functions
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
|
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Critical Points. Local Extrema
Notes 2009
| Notes 2010
| Handout
| PowerPointShow
|
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Asymptotes
Notes 2009
| [Notes 2010
| Handout
| PowerPointShow
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| Mid Chapter Review |
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Concavity and Points of Inflection
Notes 2009
| [Notes 2010
| Handout
| PowerPointShow
|
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Curve Sketching
Notes 2009
| [Notes 2010
| Handout
| PowerPointShow
|
Curve Sketching (I)
Curve Sketching (II)
Curve Sketching (III)
Curve Sketching (IV)
Curve Sketching (V)
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| Chapter 4 Review |
Winter 2009 T3 V1
Winter 2009 T3 V2
Fall 2009 T3
Winter 2010 T3 V1
Winter 2010 T3 V2
Summer 2010 T3
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