INSTRUCTIONS:  Using a computer which holds Microsoft Power Point, click on the link for one of the lessons.
The software will allow you to open a lesson in Power Point.  Then to print, hold down Control and press P.
Instead of slides, choose handouts, and the default will give you 6 to a page (instead of 1 to a page).

  Lesson  1  Information About the Course.   Review of Algebraic Substitution
  Lesson  2  Review of Algebraic Substitution of Trig Expressions
  Lesson  3  Sum Notation
  Lesson  4  Areas and Distances
  Lesson  5  Definite Integral, Ln, Rn, Tn
  Lesson  6  Midpoint rule; properties of integrals
  Lesson  7  Fundamental Theorem of Calculus, Part 1
  Lesson  8  Fundamental Theorem of Calculus, Part 2
  Lesson  9  Definite Integral; Change Theorem
  Lesson 10  Substitution in a Definite Integral
  Lesson 11  Symmetric Integrals; Natural Logarithm Defined by a Definite Integral
  Lesson 12  Area Between Curves
  Lesson 13  Volumes by Cross-Sections (Discs and Washers)
  Lesson 14  Volumes by Shells
  Lesson 15  Work
  Lesson 16  Average Value of a Function
  TEST 1
  Lesson 17  Integration by Parts
  Lesson 18  Trigonometric Integrals
  Lesson 19  Trigonometric substitutution
  Lesson 20  Hyperbolic functions and substitution
  Lesson 21  Integrating rational functions, using partial fraction representation
  Lesson 22  Approximate Integration
  Lesson 23  Integrating over Unbounded Intervals
  Lesson 24  Integrating Discontinuous (Unbounded) Integrands
  Lesson 25  Arc Length
  Lesson 26  Area of a Surface of Revolution
  TEST 2
  Lesson 27  Introduction to Sequences
  Lesson 28  Sequences: divergence, geometric, recursion
  Lesson 29  Introduction to Series
  Lesson 30  Telescoping and Harmonic Series
  Lesson 31  Integral Test
  Lesson 32  Comparison Test and Limit Comparison Test
  Lesson 33  Alternating Series Test
  Lesson 34  Absolute Convergence
  Lesson 35  Ratio and Root Tests
  Lesson 36  Strategy to Test Series
  REVW 3     MISTAKES to avoid when deciding convergence of series of positive terms
  TEST 3
  Lesson 37  Power Series Centered at Zero
  Lesson 38  Power Series Not Centered at Zero
  Lesson 39  Representing Functions as Power Series
  Lesson 40  Differentiating and Integrating Power Series
  Lesson 41  McLaurin Series
  Lesson 42  Taylor Series
  Lesson 43  Binomial Series; Taylor Polynomials
  Lesson 44  Modeling with Differential Equations and Initial Value Problems
  Lesson 45  Direction Fields and Euler Equations
  Lesson 46  Separable Equations
  Lesson 47  Orthogonal Trajectories
  Lesson 48  Population Growth; Radioactive Decay
  TEST 4
  Lesson 49  strategy for integration
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