| Date |
Topic |
| WEEK 1 (08/31-09/04) |
|
| Appendix D | |
| 1.1 Vectors |
|
| WEEK 2 (09/07-09/11) | |
| 1.2 Dot product |
|
| 1.3 Vector functions |
|
| 2.2 The limit of a function |
|
| WEEK 3 (09/14-09/18) |
|
| 2.3 Calculating limits |
|
| 2.5 Continuity |
|
| 2.6 Limits at infinity |
|
| WEEK 4 (09/21-09/25) |
|
| 2.7 Tangents, velocities, and other rates of change |
|
| 3.1 Derivatives |
|
| 3.2 Diferentiation formulas |
|
| WEEK 5 (09/28-10/02) |
|
| 3.3 Rates of change | |
| 10/01, Thursday, 7:30-9:30 |
EXAM 1 (covers through 3.2) |
| 3.4 Derivatives of trigonometric functions |
|
| WEEK 6 (10/05-10/09) | |
| 3.5 Chain rule |
|
| 3.6 Implicit differentiation |
|
| 3.7 Derivatives of vector functions |
|
| WEEK 7 (10/12-10/16) | |
| 3.8 Higher derivatives |
|
| 3.9 Slopes and tangents of parametric curves |
|
| 3.10 Related rates |
|
| WEEK 8 (10/19-10/23) | |
| 3.11 Differentials; linear and quadratic approximation |
|
| 4.1 Exponential functions and their derivatives |
|
| 4.2 Inverse functions | |
| WEEK 9 (10/26-10/30) | |
| 4.3 Logarithmic functions |
|
| 10/29, Thursday, 7:30-9:30 | EXAM 2 (covers 3.3 through 4.2) |
| 4.4 Derivatives of logarithmic functions | |
| WEEK 10 (11/02-11/06) | |
| 4.5 Exponential growth and decay |
|
| 4.6 Inverse trigonometric functions | |
| 4.8 L'Hospital's Rule | |
| WEEK 11 (11/09-11/13) | |
| 5.1 What does f' say about f ? |
|
| 5.2 Maximum and minimum values |
|
| 5.3 Derivatives and shapes of curves |
|
| WEEK 12 (11/16-11/20) | |
| 5.5 Applied maxima and minima |
|
| 5.7 Antiderivatives |
|
| 6.1 Sigma notation |
|
| WEEK 13 (11/23-11/27) | |
| 6.2 Area |
|
| 6.3 The definite integral | |
| WEEK 14 (11/30-12/04) | |
| 12/01, Tuesady, 7:30-9:30 |
EXAM 3 (covers 4.3 through 6.3) |
| 6.4 The Fundamental Theorem of Calculus |
|
| WEEK 15 (12/07) |
|
| Review |
|
| EXAM WEEK | |
| 12/15, Tuesday, 8:00-10:00 |
FINAL EXAM Sections 819, 820, 821 |
| 12/16, Wednesday, 10:30-12:30 | FINAL EXAM Sections 816, 817, 818 |
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Calendar