| 1. | W | Feb. 4 | Ch. 1, App. A. Monotone sequences; completeness property |
| 2. | F | Feb. 6 | Ch. 2. Estimations and approximations |
| 3. | M | Feb. 9 | Ch. 3. Limit of a sequence |
| 4. | W | Feb. 11 | Ch. 4, 5.1. Error term; algebraic limit theorems |
| 5. | F | Feb. 13 | Ch. 5. Limit theorem for sequences |
| M | Feb. 16 | President's day (holiday) | |
| 6. | T | Feb. 17 | Ch. 6.1-2. Nested intervals; cluster points |
| 7. | W | Feb. 18 | Ch. 6.3-4. Bolzano-Weierstrass theorem; Cauchy sequences |
| 8. | F | Feb. 20 | Ch. 6.5. Completeness property for sets |
| 9. | M | Feb. 23 | Ch. 7.1-5. Infinite series |
| 10. | W | Feb. 25 | Ch. 7.6-7. Infinite series, cont'd |
| 11. | F | Feb. 27 | Ch. 8. Power series |
| 12. | M | Mar. 1 | Ch. 9, 10. Functions; local and global properties |
| W | Mar. 3 | Midterm 1 | |
| 13. | F | Mar. 5 | Ch. 11.1-3. Continuity |
| 14. | M | Mar. 8 | Ch. 11.4-5. Continuity, cont'd |
| 15. | W | Mar. 10 | Ch. 12. Intermediate value theorem |
| 16. | F | Mar. 12 | Ch. 13.1-3. Continuity theorems |
| 17. | M | Mar. 15 | Ch. 13.4-5. Uniform continuity |
| 18. | W | Feb. 17 | Ch. 14. Differentiation: local properties |
| 19. | F | Mar. 19 | Ch. 15. Differentiation: global properties |
| Spring break | |||
| 20. | M | Mar. 29 | Ch. 16, 17. Convexity; Taylor's theorem (skip proofs) |
| 21. | W | Mar. 31 | Ch. 18. Integrability |
| 22. | F | Apr. 2 | Ch. 19. Riemann integral |
| 23. | M | Apr. 5 | Ch. 20.1-4. Fundamental theorem of calculus |
| 24. | W | Apr. 7 | Ch. 20.5-6, 21.1-2. Stirling's formula; improper integrals |
| F | Apr. 9 | Midterm 2 | |
| 25. | M | Apr. 12 | Ch. 21.3-4. Gamma function; convergence |
| 26. | W | Apr. 14 | Ch. 22.1-2. Uniform convergence |
| 27. | F | Apr. 16 | Ch. 22.3-4. Integration term-by-term |
| M | Apr. 19 | Patriot's day (vacation) | |
| 28 | W | Apr. 21 | Ch. 22.5-6. Differentiation term-by-term; analyticity |
| 29. | F | Apr. 23 | Ch. 24. Continuous functions on the plane |
| 30. | M | Apr. 26 | Ch. 24. Continuous functions on the plane, cont'd |
| 31. | W | Apr. 28 | App. B. Quantifiers and negation |
| 32. | F | Apr. 30 | Ch. 25. Point-set topology on the plane |
| 33. | M | May 3 | Ch. 26. Differentiating finite integrals |
| 34. | W | May 5 | Ch. 27. Differentiating improper integrals |
| 35. | F | May 7 | Ch. 27. Differentiating improper integrals, cont'd |
| 36. | M | May 10 | App. E. Existence of solutions to ODE's |
| W | May 12 | Review | |