| Date | Topic |
| Mon 1/17 | 1.1 Introduction, vectors |
| Wed 1/19 | 1.1, 1.2 More vectors |
| Fri 1/21 | 1.2, 1.3 Dot product |
| Mon 1/24 | 1.4 Cross product |
| Wed 1/26 | 1.5 Planes and distance |
| Fri 1/28 | 2.1 Functions of several variables (Reading: 1.7) |
| Mon 1/31 | 2.1 Graphing |
| Wed 2/2 | 2.3 Derivative |
| Fri 2/4 | 2.3, 2.4 Properties of the derivative |
| Mon 2/7 | 2.5 Chain rule |
| Wed 2/9 | 2.6 Directional derivative, gradient |
| Fri 2/11 | 2.6 More directional derivative, gradient |
| Mon 2/14 | 2.6 Still more directional derivative, gradient |
| Wed 2/16 | 3.1, 3.2 Parametrized curves |
| Fri 2/18 | 3.3 Vector fields |
| Mon 2/21 | 3.4 Gradient, curl, divergence |
| Wed 2/23 | 3.4 More gradient, curl, divergence |
| Fri 2/25 | First midterm |
| Mon 2/28 | 4.1 Taylor's theorem |
| Wed 3/2 | 4.2 Maxima and minima |
| Fri 3/4 | 4.2 More maxima and minima |
| Mon 3/7 | SPRING BREAK |
| Wed 3/9 |
| Fri 3/11 |
| Mon 3/14 | 4.3 Lagrange multipliers |
| Wed 3/16 | 4.4 Applications, optimization |
| Fri 3/18 | More optimization |
| Mon 3/21 | 5.1, 5.2 Double integrals |
| Wed 3/23 | 5.2 More double integrals |
| Fri 3/25 | 5.3 Changing the order of integration |
| Mon 3/28 | 5.4, 5.5 Triple integrals, change of variables |
| Wed 3/30 | 5.5 More change of variables |
| Fri 4/1 | 5.6 Applications |
| Mon 4/4 | Second midterm |
| Wed 4/6 | 6.1 Line integrals |
| Fri 4/8 | 6.1, 6.2 Green's theorem |
| Mon 4/11 | 6.2 Green's theorem |
| Wed 4/13 | 6.3 Conservative vector fields |
| Fri 4/15 | 7.1 Parametrized surfaces |
| Mon 4/18 | 7.1 More parametrized surfaces |
| Wed 4/20 | 7.2 Surface integrals |
| Fri 4/22 | 7.2 More surface integrals |
| Mon 4/25 | 7.3 Stokes' and Gauss's theorems |
| Wed 4/27 | 7.3 More Stokes and Gauss |
| Fri 4/29 | Catch up, review |
| Thurs 5/5 | Final exam - 9:00-12:00, Sci. 181 |
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