|
Date
|
Topic
|
|---|
| 1/11 |
Introduction to the Course and Review |
| 1/13 |
§7.2 Integral Tables and Simple Substitutions |
| 1/16 |
no classes - Martin Luther King
Day |
| 1/18 |
§7.3 Integration by Parts |
| 1/20 |
§7.4 Trigonometric Integrals |
| 1/23 |
§7.5 Rational Functions and Partial Fractions |
| 1/25 |
§7.5 Rational Functions and Partial Fractions |
| 1/27 |
§7.6 Trigonometric Substitution |
| 1/30 |
§7.6 Trigonometric Substitution |
| 2/1 |
§7.7 Integrals Containing Quadratic Polynomials |
| 2/3 |
§7.8 Improper Integrals |
| 2/6 |
§7.8 Improper Integrals |
| 2/8 |
Review of Chapter 7 |
| 2/10 |
Midterm 1 |
| 2/13 |
§10.2 Infinite Sequences |
| 2/15 |
§10.2 Infinite Sequences |
| 2/17 |
§10.3 Infinite Series and Convergence |
| 2/20 |
§10.3 Infinite Series and Convergence |
| 2/22 |
§10.3 Infinite Series and Convergence |
| 2/24 |
§10.4 Taylor Series and Taylor Polynomials |
| 2/27 |
§10.4 Taylor Series and Taylor Polynomials |
| 3/1 |
§10.4 Taylor Series and Taylor Polynomials |
| 3/3 |
§10.5 The Integral Test |
| 3/6 |
§10.5 The Integral Test |
| 3/8 |
§10.6 Comparison Tests for Positive-Term Series |
| 3/10 |
§10.6 Comparison Tests for Positive-Term Series |
| 3/13-3/17 |
no classes - Midterm Recess |
| 3/20 |
§10.7 Alternating Series and Absolute Convergence |
| 3/22 |
§10.7 Alternating Series and Absolute Convergence |
| 3/24 |
§10.8 Power Series |
| 3/27 |
§10.8 Power Series |
| 3/29 |
Fourier Series (handout) |
| 3/31 |
[last day to drop] Fourier Series (handout) |
| 4/3 |
Review of Chapter 10 |
| 4/5 |
Midterm 2 |
| 4/7 |
no classes - Spring Recess
|
| 4/10 |
§9.2 Polar Coordinates |
| 4/12 |
§9.2 Polar Coordinates |
| 4/14 |
§9.3 Area Computations in Polar Coordinates |
| 4/17 |
§9.3 Area Computations in Polar Coordinates |
| 4/19 |
§9.4 Parametric Curves |
| 4/21 |
§9.5 Integral Computations with Parametric curves |
| 4/24 |
Review of Chapter 9 |
| 4/26 |
Review for Final |
| 5/3-5/10 |
The Final Exam will
be held on Wednesday, May 10th at 9am.
|