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Math 152

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Math 151: Differential Calculus

Winter 2012

Contents

Procedural Documents  [Top]

 

Study Guides, Tests and Test Keys  [Top  Contents]
 

Topic Handouts Reading Guides Lectures Notes
Ch 1: Review    
Ch 2: Limits and Derivatives

2.1: Tangents (notebook)

2.2:

Limit Animations (notebook)
2.3: Limit Laws
2.4: Epsilon Delta (notebook)
2.5: Continuity (notebook)
2.7: Difference Quotient (notebook)
2.8: Derivative (notebook)
   
Ch 3: Differentiation Rules 3.3: Derivative of Sine (notebook)
3.7: Caterpillar motion
3.9: Related Rates (notebook and workalong)
   
Ch 4: Applications of Differentiation 4.2: MVT (notebook)
4.6: Calc with Calculators (notebook)

4.7: Optimization and the Beach

4.7: Finding the minimum distance exactly

4.7: The Quadratic and Cubic Equation

4.8: Newton's Method (notebook)

   

Topic Review Test Key
Group Quiz 1    
Group Quiz 2    
Group Quiz 3    
Group Quiz 4    
Group Quiz 5    
Group Quiz 6    
     
Test 1

Review for Test 1

 
Test 2 Review for Test 2
 
Final Exam Review for Final Exam

 

Videos provided thru Princeton University Press (here) are based on another text from that used at Highline

 

 

Real Media

Vodcast

Windows Media

Chapters / Sections

Contents

Streaming
(RealPlayer)

Download
(Vodcast)

Download
(WMV)

Chapters 1 & 2Functions, trigVideo 1File 1File 1
Chapters 3 & 4Limits: theory and polynomial examplesVideo 2File 2File 2
Chapter 5 &
Sections 7.1.1 & 7.1.2
Continuity, differentiability, trig limitsVideo 3File 3File 3
Sections 7.1.3 & 7.1.4
Chapter 6 (except 6.6 & 6.7)
Section 7.2, excluding 7.2.3
Trig limits (continued), how to solve differentiation problems, trig derivatives, simple harmonic motionVideo 4File 4File 4
Chapter 8Implicit differentiation, related ratesVideo 5File 5File 5
Chapter 9 (except 9.6 & 9.7)
Section 14.2
Exponentials, review of topics so farVideo 6File 6File 6
Sections 10.1, 10.2 &
13.2 (except 13.2.4)
Inverse functions, inverse trig functions, linearizationVideo 7File 7File 7
Section 13.2.2
Chapter 11
More on the differential, extrema, Rolle/Mean Value Theorem, critical points and the second derivatives (Note: The lecture stops suddenly but is made up at the beginning of the next video.)Video 8File 8File 8
Section 11.5
Chapter 12
Classifying critical points, sketching graphsVideo 9File 9File 9
Sections 13.1 & 14.1Optimization, L'Hôpital's RuleVideo 10File 10File 10