1/07 (Mo) Introduction. Inverse, Exponential, and Logarithmic Functions. (Sec. 1.3) | 1/09 (We) Trigonometric Functions and Their Inverses. (Sec. 1.4) | 1/11 (Fri) Trigonometric Functions and Their Inverses. (Sec. 1.4) |
1/14 (Mo) The Idea of Limits. (Sec. 2.1) |
1/16 (We)
Definitions of Limits. (Sec. 2.2). |
1/18 (Fri) Techniques for Computing Limits. (Sec. 2.3). |
1/21 (Mo) NO CLASSES | 1/23 (We) Infinite Limits. (Sec. 2.4). | 1/25 (Fri) Limits at Infinity. (Sec. 2.5). |
1/28 (Mo) Continuity. (Sec. 2.6). | 1/30 (We) Review for midterm 1. | 2/1 (Fri) Midterm #1. |
2/04 (Mo) Introducing the Derivative. (Sec. 3.1) |
2/06 (We)
Rules of Differentiation. (Sec. 3.2) |
2/08 (Fri) The Product and Quotient Rules. (Sec. 3.3) |
2/11 (Mo) Derivatives of Trigonometric Functions. (Sec. 3.4) | 2/13 (We) Derivative as Rates of Change. (Sec. 3.5) | 2/15 (Fri) The chain rule. (Sec. 3.6) |
2/18 (Mo)
Implicit differentiation. (Sec. 3.7) |
2/20 (We)
Implicit differentiation. (Sec. 3.7) |
2/22 (Fri) Derivatives of Logarithmic and Exponential Functions. (Sec. 3.8) |
2/25 (Mo) Derivatives of Inverse Trigonometric Functions. (Sec. 3.9). | 2/27 (We) Review for midterm 2. | 3/1 (Fri) Midterm #2. |
3/04 (Mo) Related rates. (Sec. 3.10) |
3/06 (We)
Maxima and Minima. (Sec. 4.1) |
3/08 (Fri) What Derivatives Tell Us. (Sec. 4.2) |
3/18 (Mo)
Graphing Functions. (Sec. 4.3) |
3/20 (We)
Optimization Problems. (Sec. 4.4) |
3/22 (Fri) Linear Approximations and Differentials. (Sec. 4.5) |
3/25 (Mo)
Mean Value Theorem. (Sec. 4.6) |
3/27 (We) L'Hopital's rule. (Sec. 4.7) | 3/29 (Fri) Newtons Method. (Sec. 4.8) |
4/01 (Mo) Antiderivatives. (Sec. 4.9) | 4/03 (We) Approximating Areas under Curves. (Sec. 5.1) | 4/05 (Fri) Definite Integrals. (Sec. 5.2) |
4/08 (Mo) Fundamental Theorem of Calculus. (Sec. 5.3) | 4/10 (We) Review for midterm 3. | 4/12 (Fri) Midterm #3. |
4/15 (Mo)
Working with Integrals. (Sec. 5.4) |
4/17 (We)
Substitution Rule. (Sec. 5.5) |
4/19 (Fri)
Velocity and Net Change. (Sec. 6.1) |
4/22 (Mo) Review for the final. | 4/24 (We) FINAL, 6:00-7:45 PM |