Course Calendar
Note: This calendar is approximate and is subject to revision during the term. The section references are only a guide; your instructor may vary from it.
| Week | Monday (Lecture) |
Tuesday |
Wednesday (Lecture) |
Thursday (Discussion) |
Friday (Lecture) |
|---|---|---|---|---|---|
| 0 |
Sep 21 | Sep 22 | Sep 23 | Sep 24
No discussion |
Sep 25
1.4, 1.5 Trig functions, Inverse functions |
| 1 |
Sep 28
1.6 Exponential and log functions |
Sep 29 | Sep 30
2.1, 2.2 Limits |
Oct 1
Discussion |
Oct 2
2.3, 2.4 Limit laws, Continuity |
| 2 |
Oct 5
2.5, 2.7 Evaluating limits, Limits at infinity |
Oct 6 | Oct 7
2.6, 2.8 Trigonometric limits, I.V.T. |
Oct 8
Discussion |
Oct 9
3.1 Definition of the derivative |
| 3 |
Oct 12
3.2 The derivative as a function |
Oct 13 | Oct 14
3.3 The product and quotient rules |
Oct 15
Discussion |
Oct 16
3.4, 3.5 Rates of change, Higher derivatives |
| 4 |
Oct 19
Catch up/Review |
Oct 20
Exam 1 8:00 - 9:00 pm |
Oct 21
3.6 Trig functions |
Oct 22
Discussion |
Oct 23
3.7 The chain rule |
| 5 |
Oct 26
3.8 Implicit diff. |
Oct 27 | Oct 28
3.9 Exp and log |
Oct 29
Discussion |
Oct 30
3.10 Related rates |
| 6 |
Nov 2
4.1 Linear approx. |
Nov 3 | Nov 4
4.2 Extreme values |
Nov 5
Discussion |
Nov 6
4.3 Mean value theorem |
| 7 |
Nov 9
4.5 l'Hospital's rule |
Nov 10 | Nov 11
Veteran's Day (no class) |
Nov 12
Discussion |
Nov 13
4.4, 4.6 Graph sketching |
| 8 |
Nov 16
Catch up/Review |
Nov 17
Exam 2 8:00 - 9:00 pm |
Nov 18
4.7 Applied optimization |
Nov 19
Discussion |
Nov 20
5.1 Computing area |
| 9 |
Nov 23
5.2 Definite integrals |
Nov 24 | Nov 25
5.3 Indefinite integrals |
Nov 26
Thanksgiving (no classes) |
Nov 27
Thanksgiving (no classes) |
| 10 | Nov 30
5.4 The fundamental thm. of calculus I |
Dec 1 | Dec 2
5.5 The fundamental thm. of calculus II |
Dec 3
Discussion |
Dec 4
Catch up/Review |
| 11 | Dec 7 | Dec 8
Final Exam 7:00 - 10:00 pm |
Dec 9 |
Dec 10 | Dec 11 |