| 01/03 (Mo) Introduction. |
01/04 (Tu)
Functions.
Trig functions (Sec. 2.1, 2.2, 2.3). |
01/06 (Th) Introduction to limits (Sec. 2.4). | 01/07 (Fri) WeBWorK. |
| 01/10 (Mo) Rigorous study of limits (Sec. 2.5). | 01/11 (Tu) Rigorous study of limits (Sec. 2.5). |
01/13 (Th)
Limit theorems (Sec. 2.6). |
01/14 (Fri)
Limits involving trigonometric functions (Sec. 2.7). |
| 01/17 (Mo) NO CLASSES |
01/18 (Tu)
Limits at infinity, infinite limits (Sec. 2.8). |
01/20 (Th)
Continuity (Sec. 2.9) |
01/21 (Fri) Slope of a tangent line and instantaneous velocity (Sec. 3.1). |
|
01/24 (Mo)
The derivative (Sec. 3.2). |
01/25 (Tu)
Rules for finding derivatives (Sec. 3.3). |
01/27 (Th)
Derivatives of trigonometric functions (Sec. 3.4). |
01/28 (Fri)
The chain rule (Sec. 3.5). |
|
01/31 (Mo)
The chain rule (Sec. 3.5). |
02/01 (Tu)
The chain rule (Sec. 3.5). |
02/03 (Th) Review. | 02/04 (Fri) Midterm #1. |
| 02/07 (Mo) Leibniz notation. Higher derivatives (Sec. 3.6, 3.7). | 02/08 (Tu) Implicit differentiation (Sec. 3.8). | 02/10 (Th) Implicit differentiation (Sec. 3.8). |
02/11 (Fri)
Related rates (Sec. 3.9). |
|
02/14 (Mo)
Related rates (Sec. 3.9). |
02/15 (Tu)
Approximation (Sec. 3.10). |
02/17 (Th) Maxima and minima (Sec. 4.1). | 02/18 (Fri) Maxima and minima (Sec. 4.1). |
|
02/21 (Mo)
Monotonicity and concavity (Sec. 4.2) |
02/22 (Tu) Local maxima and minima (Sec. 4.5) |
02/24 (Th)
More max-min problems (Sec. 4.4). |
02/25 (Fri)
More max-min problems (Sec. 4.4). |
| 02/28 (Mo) Sophisticated graphing (Sec. 4.6). | 03/01 (Tu) The Mean-Value Theorem (Sec. 4.7). | 03/03 (Th) Review. | 03/04 (Fri) Midterm #2. |
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03/07 (Mo)
L'Hopital's rule (Sec. 9.1, 9.2) |
03/08 (Tu)
Antiderivatives (Sec. 5.1). |
03/10 (Th) Review for the final. | 03/11 (Fri) Review for the final. |