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8/21 (Wed) Review of functions. (Sec. 2) |
8/23 (Fri) Review of functions. (Sec. 2) |
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8/26 (Mon) Limit laws.(Sec. 3,4). |
8/28 (Wed) (In)determinate forms. (Sec. 5). |
8/30 (Fri) Trig limits.(Sec. 4). |
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9/02 (Mon) NO CLASSES |
9/04 (Wed) Using limits to detect asymptotes. (Sec. 6). |
9/06 (Fri) Continuity and the Intermediate Value Theorem. (Sec. 7). |
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9/09(Mon) Definition of the derivative.(Sec. 8, 9) |
9/11 (Wed) Review for midterm 1. |
9/13 (Fri) Midterm #1. |
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9/16 (Mon) Rules of Differentiation. (Sec. 10,11) |
9/18 (Wed) Product and Quotient Rules. (Sec. 12) |
9/20 (Fri) Chain rule. (Sec. 13) |
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9/23 (Mon) Chain rule. (Sec. 13) |
9/25 (Wed) Higher order derivatives and graphs. (Sec. 14) |
9/27 (Fri) Implicit differentiation. (Sec. 15) |
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9/30 (Mon) Implicit differentiation. (Sec. 15) |
10/02 (Wed) Logarithmic differentiation (Sec. 16) |
10/04 (Fri) Derivatives of inverse functions. (Sec. 17). |
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10/07 (Mon) More than one rate. (Sec. 18) |
10/09 (Wed) Related rates. (Sec. 19) |
10/11 (Fri) NO CLASSES |
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10/14 (Mon) Graphing. (Sec. 21, 22) |
10/16 (Wed) Review for midterm 2. |
10/18 (Fri) Midterm #2. |
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10/21 (Mon) Maximums and minimums. (Sec. 20) |
10/23 (Wed) Optimization. (Sec. 25) |
10/25 (Fri) Applied optimization. (Sec. 26) |
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10/28 (Mon) Mean Value Theorem. (Sec. 23) |
10/30 (Wed) Linear Approximation. (Sec. 24) |
11/01 (Fri) L'Hôpital's rule. (Sec. 27) |
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11/04 (Mon) Antiderivatives. (Sec. 28) |
11/06 (Wed) Approximating the area under a curve. (Sec. 29) |
11/08 (Fri) Definite Integrals. (Sec. 30, 31) |
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11/11 (Mon) NO CLASSES |
11/13 (Wed) Review for midterm 3. |
11/15 (Fri) Midterm #3. |
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11/18 (Mon) First Fundamental Theorem of Calculus. (Sec. 31, 32) |
11/20 (Wed) Second Fundamental Theorem of Calculus. (Sec. 33) |
11/22 (Fri) Applications of integrals. (Sec. 34) |
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11/25 (Mon) The idea of substitution. (Sec. 35) |
11/27 (We) NO CLASSES |
11/29 (Fri) NO CLASSES |
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12/02 (Mon) Working with substitution. (Sec. 36) |
12/04 (Wed) Review for the final. |
12/09 (Mon) FINAL, 8:00 - 9:45 AM |