01/01 (Mo) |
01/03 (We) Introduction. Limits. (Sec. 10.1) |
01/05 (Fri) Limits. (Sec. 10.2) |
01/08 (Mo) Continuity. (Sec. 10.4) |
01/10 (We) Continuity applied to inequalities. (Sec. 10.5) |
01/12 (Fri) The derivative. (Sec. 11.1) |
01/15 (Mo) NO CLASSES |
01/17 (We) Rules for differentiation. (Sec. 11.2) Review for midterm 1. |
01/19 (Fri) Midterm #1. |
01/22 (Mo) The derivative as a rate of change. (Sec. 11.3) |
01/24 (We) Product and quotient rule. (Sec. 11.5) |
01/26 (Fri) The chain rule and the power rule. (Sec. 11.6) |
01/29 (Mo) The chain rule and the power rule. (Sec. 11.6) |
01/31 (We) Derivatives of the logarithmic and exponential functions. (Sec. 12.1, 12.2) |
02/02 (Fri) Implicit differentiation. (Sec. 12.4) |
02/05 (Mo) Implicit differentiation. (Sec. 12.4) |
02/07 (We) Review for midterm 2. |
02/09 (Fri) Midterm #2. |
02/12 (Mo) Logarithmic differentiation. (Sec. 12.5) |
02/14 (We) Higher order derivatives. (Sec. 12.7) |
02/16(Fri) Relative extrema. (Sec. 13.1) |
02/19 (Mo) Absolute extrema on a closed interval. (Sec. 13.2) |
02/21 (We) Absolute extrema on a closed interval. (Sec. 13.2) |
02/23 (Fri) Concavity. (Sec. 13.3) |
02/26 (Mo) Second derivative test. (Sec. 13.4) |
02/28 (We) Review for midterm 3. |
03/02 (Fri) Midterm #3. |
03/05 (Mo) Asymptotes. (Sec. 13.5) |
03/07 (We) Applied maxima and minima. (Sec. 13.6) |
03/09 (Fri) Review for the final. |