| Date | Topic | Chapter | Optional problems |
| Jan. 20 | Area under a curve | 23 | p. 194: 4 |
| Jan. 22 | The definite integral | 23 | p. 194: 1, 2, 3, 9, 10, 11, 14 |
| Jan. 25 | The fundamental theorem of calculus | 24 | p. 200: 8-16 |
| Jan. 27 | The mean value theorem | 24 | p. 200: 3, 33 |
| Jan. 29 | Indefinite integrals | 22 | p. 183: 1-8, 19, 22, 65-68 |
| Feb. 1 | Substitutions | 22, 24 | p. 183: 9-18, 23-27, 45-62; p. 200: 1, 17-22, 34 |
| Feb. 3 | The natural logarithm | 25 | p. 209: 5, 9, 11-14 |
| Feb. 5 | Exponential functions | 26 | p. 218: 3, 9, 13, 24 |
| Feb. 8 | Exponential growth and decay | 28 | p. 231: 1-21 |
| Feb. 10 | Exam 1 review | . | . |
| Feb. 12 | Arc length | 29 | p. 239: 7-9, 13 |
| Feb. 15 | Volume | 30 | p. 249: 1-3, 5, 12, 13, 27-32 |
| Feb. 17 | Volume II | 30 | p. 249: 4, 6, 14-26, 33-50 |
| Feb. 19 | Integration by parts | 31 | p. 261: 1, 3-5, 9, 10, 14 |
| Feb. 22 | Integration by parts II | 31 | p. 261: 15, 18, 19, 21, 22, 27-29 |
| Feb. 24 | Trigonometric integrals | 32 | p. 270: 1-12, 18, 19, 29-41, 47-49 |
| Feb. 26 | Trigonometric substitutions | 32 | p. 270: 24-28, 57-71 |
| Mar. 1 | Partial fractions | 33 | p. 284: 1-4, 7-13 |
| Mar. 3 | Partial fractions II | 33 | p. 284: 5, 14-16, 20, 21 |
| Mar. 5 | Advanced substitutions | 34 | p. 288: 1-3, 7-10, 14-17, 23-30 |
| Mar. 8 -- 12 | Spring break | . | . |
| Mar. 15 | (no class) | . | . |
| Mar. 17 | Exam 2 review | . | . |
| Mar. 19 | Improper integrals | 35 | p. 294: 1-23 |
| Mar. 22 | Area of a surface of revolution | 36 | p. 301: 1-10, 12-22 |
| Mar. 24 | Parametric curves | 37 | p. 308: 1-22 |
| Mar. 26 | Infinite sequences | 42 | p. 355: 1-3 |
| Mar. 29 | (no class) | . | . |
| Mar. 31 | Infinite series | 43 | p. 362: 1-9, 12-14 |
| Apr. 2 | Integral test | 44 | p. 368: 1, 2, 8, 15, 22, 29, 30, 31 |
| Apr. 5 | Comparison test | 44 | p. 368: 3-7, 12-14, 16-21, 23-29 |
| Apr. 7 | Alternating series | 45 | p. 377: 2-8, 10-12, 24-40 |
| Apr. 9 | Ratio and root tests | 45 | p. 377: 9, 13, 16-23, 44-49 |
| Apr. 12 | Power series | 46 | p. 388: 1-3, 10-12, 19, 24-31, 39, 40 |
| Apr. 14 | Exam 3 review | 45 | . |
| Apr. 16 | Uniform convergence | 46 | . |
| Apr. 19 | Taylor series | 47 | p. 400: 1-3, 13 |
| Apr. 21 | Taylor's formula | 47 | p. 400: 4, 5, 8, 10, 12, 14, 15 |
| Apr. 23 | Separable differential equations | 59 | p. 517: 4-6, 13, 17, 39 (a,b,c,e,f) |
| Apr. 26 | Integrating factors | 59 | p. 517: 12-19, 39 (k,l) |
| Apr. 28 | Series solutions | 59 | anything from Apr. 23 & 26, solve using series |
| Apr. 30 | Course review | . | . |
| May 6 | Final exam, 3:30 -- 5:30 pm | . | . |