| Date | Topic |
| Mon 9/3 | 1.1 Vectors |
| Wed 9/5 | 1.2 Dot product |
| Fri 9/7 | 1.3 Cross product |
| Mon 9/10 | 1.4 Cylindrical and spherical coordinates,
1.5 n-dimensional space |
| Wed 9/12 | 2.1 Functions, 2.2 Limits and continuity |
| Fri 9/14 | 2.3 Differentiation |
| Mon 9/17 | 2.3 Differentiation (cont.) |
| Wed 9/19 | 2.4 Paths |
| Fri 9/21 | 2.5 Properties of the derivative |
| Mon 9/24 | 2.6 Gradients and directional derivatives |
| Wed 9/26 | 3.1 Higher-order partial derivatives |
| Fri 9/28 | 3.2 Taylor's theorem, 3.3 Maxima and minima |
| Mon 10/1 | 3.4 Constrained max-min problems |
| Wed 10/3 | 3.6 Applications |
| Fri 10/5 | 4.1 Acceleration |
| Mon 10/8 | 4.2 Arc length |
| Tues 10/9 | FIRST MIDTERM - 7:00 - 8:30 p.m., Hicks 211 |
| Wed 10/10 | 4.3 Vector fields |
| Fri 10/12 | 4.4 Divergence and curl |
| Mon 10/15 | BREAK |
| Wed 10/17 | BREAK |
| Fri 10/19 | BREAK |
| Mon 10/22 | 5.1 Double and triple integrals |
| Wed 10/24 | 5.3 Double integral |
| Fri 10/26 | 5.4 Changing the order of integration |
| Mon 10/29 | 5.6 Triple integral |
| Wed 10/31 | 6.1 Geometry of maps |
| Fri 11/2 | 6.2 Change of variables |
| Mon 11/5 | 7.1 Path integrals |
| Wed 11/7 | 7.2 Line integrals |
| Fri 11/9 | 7.2 (continued) |
| Mon 11/12 | 7.3 Parametrized surfaces |
| Tues 11/13 | SECOND MIDTERM - 7:00 - 8:30 p.m., Hicks 211 |
| Wed 11/14 | 7.4 Surface area |
| Fri 11/16 | 7.5 Integrals over surfaces - scalar functions |
| Mon 11/19 | 7.6 Integrals over surfaces - vector functions |
| Wed 11/21 | 7.6 (continued) |
| Fri 11/23 | BREAK |
| Mon 11/26 | 8.1 Green's theorem |
| Wed 11/28 | 8.2 Stokes' theorem |
| Fri 11/30 | 8.2 (continued) |
| Mon 12/3 | 8.3 Conservative vector fields |
| Wed 12/5 | 8.4 Gauss's theorem |
| Fri 12/7 | 8.5 Applications of integral theorems |
| Mon 12/10 | TBD |