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• The textbook used is Thomas' Calculus Custom Edition for the University of Pennsylvania by G. Thomas.

Chapter 6

• Section 6.1 - Volume by Slicing Concept
  
• Area Formulas for Volumes by Cross-Sections
• Volume by Cross Sections :  Example 1   Example 2
• Volume by Disks or Washer
  
• Concept
• Disks :  Example 1   Example 2   Example 3   Example 4
  
• Washer : Example 1   Example 2
  
• Section 6.1 - Volumes by Disks
• Section 6.1 - Volumes by Washer
• Section 6.2 - Volume by Shells 
  
• Disk/Washer or Shell?
  
• Section 6.3 - Arc Length
• Section 6.4 - Areas of Surfaces of Revolution
• Section 6.5 - Center of Mass
  

Chapter 8

• Section 8.1 - Integration by Parts
• Section 8.2 - Integrating Powers of Trig. Functions
  
• Completion
  
• Section 8.3 - Trig. Substitution
• Section 8.4 - Partial Fraction Decomposition
• Section 8.7 - Improper Integrals
• Completion
  
• Section 8.8 - Probability
• Completion

Chapters 7 and 9

• Section 9.1 - Intro to Differential Equations
• Section 7.2 - Separable First Order ODEs
• Completion
  
• Section 9.2 - Linear First Order ODEs
• Completion

Chapter 10

• Section 10.1 - Intro to Sequences
• Section 10.2 - Intro to Series 
• Section 10.3 - Integral Test
• Section 10.4 - Comparison Test
• Section 10.5 - Ratio and Root Test
• Section 10.6 - Alternating Series Test / Absolute and Conditional Convergence
• All Convergence Tests Together
• Review Convergence Tests
  
• Section 10.7 
• Introduction to Power Series (Finding the Interval of Convergence)
• Functions as Power Series
• Part 1: Using algebra: manipulate the geometric series
  
• Part 2: Using calculus: take the derivative and integral of the geometric series
  
• Part 3: Continued
  
• Section 10.8/10.9/10.10 Taylor Series