| Date | Topic |
| Mon 9/2 | 2.1 Measuring speed |
| Wed 9/4 | 2.2 Limits |
| Fri 9/6 | 2.3 Derivative at a point |
| Mon 9/9 | 2.4 Derivative as a function |
| Wed 9/11 | 2.5 Interpreting the derivative |
| Fri 9/13 | Derivative workshop |
| Mon 9/16 | 2.6 Second derivative |
| Wed 9/18 | 2.7 Continuity and differentiability |
| Fri 9/20 | 3.1 Power rules, 3.2 Exponentials |
| Mon 9/23 | 3.2 Exponentials, 3.3 Product rule |
| Wed 9/25 | 3.4 Chain rule |
| Fri 9/27 | 3.5 Trig functions |
| Mon 9/30 | 3.6 More chain rule |
| Wed 10/2 | Chain rule workshop |
| Fri 10/4 | FIRST MIDTERM |
| Mon 10/7 | 3.7 Implicit differentiation |
| Wed 10/9 | 3.8 Parametrized functions |
| Fri 10/11 | 3.10 L'Hopital's rule |
| Mon 10/14 | BREAK |
| Wed 10/16 |
| Fri 10/18 |
| Mon 10/21 | 3.9 Linear approximation |
| Wed 10/23 | Appendix D Newton's method |
| Fri 10/25 | Linear approx. and Newton's method lab |
| Mon 10/28 | 4.1 Maxima and minima |
| Wed 10/30 | 4.3 Optimization |
| Fri 11/1 | 4.4 Applications: economics |
| Mon 11/4 | 4.5 Applications: modeling |
| Wed 11/6 | 5.1 Measuring distance |
| Fri 11/8 | 5.2 Definite integral |
| Mon 11/11 | 5.2 Definite integral |
| Wed 11/13 | Optimization workshop |
| Fri 11/15 | SECOND MIDTERM |
| Mon 11/18 | 5.3 Interpreting the integral |
| Wed 11/20 | 5.4 Fundamental Theorem of Calculus |
| Fri 11/22 | 6.1 Graphical integration |
| Mon 11/25 | 6.2 Algebraic antidifferentiation |
| Wed 11/27 | Integral workshop |
| Fri 11/29 | BREAK |
| Mon 12/2 | 6.3 Differential equations |
| Wed 12/4 | 6.4 Fundamental Theorem of Calculus |
| Fri 12/6 | 4.7 Mean Value Theorem |
| Mon 12/9 | Catch up, review |
| MON 12/16 | FINAL EXAM 7-10 PM, KOHLBERG 115 |