Chapter 9
Infinite Series
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Week of February 23
Monday, February 23 - Series and Convergence Tuesday, February 24 - nth Term Test and Telescoping Series
Wednesday, February 25 - The Integral Test and p-Series
Thursday, February 26 - Direct Comparison and Limit Comparison Test
Friday, February 27 - Alternating Series
Week of March 2
Monday, March 2 - Alternating Series Error Bound
Tuesday, March 3 - Review Wednesday, March 4 - The Ratio Test
Thursday, March 5 - Ratio Test Practice
Friday, March 6 - Quiz
Week of March 9
Monday, March 9 - Taylor Polynomials
Tuesday, March 10 - Taylor Polynomials Wednesday, March 11 - Lagrange Error Bound of a Taylor Polynomial Thursday, March 12 - Maclaurin Series and Manipulation Involving Substitution Friday, March 13 - Manipulation of Taylor Series Involving Integration and Differentiation Week of March 16
Monday, March 16 - Manipulation of Taylor Series Involving Integration and Differentiation Tuesday, March 17 - Review
Wednesday, March 18 - Geometric Power Series and Interval of Convergence Thursday, March 19 - Radius and Interval of Convergence Using Ratio Test
Friday, March 20 - Radius and Interval of Convergence Using Ratio Test Week of March 23
Monday, March 23 - Review Thursday, March 24 - Review Wednesday, March 25 - Review Thursday, March 26 - Test
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AP Standards for Chapter 9
10.1 Defining Convergent and Divergent Infinite Series 10.2 Working with Geometric Series 10.3 The nth Term Test for Divergence 10.4 Integral Test for Convergence 10.5 Harmonic Series and p-Series 10.6 Comparison Tests for Convergence 10.7 Alternating Series Test for Convergence 10.8 Ratio Test for Convergence 10.9 Determining Absolute or Conditional Convergence 10.10 Alternating Series Error Bound 10.11 Finding Taylor Polynomial Approximations of Functions 10.12 Lagrange Error Bound 10.13 Radius and Interval of Convergence of Power Series 10.14 Finding Taylor or Maclaurin Series for a Function 10.15 Representing Functions as Power Series |
