| MONDAY | WEDNESDAY | FRIDAY | |
| JANUARY 26--31 | SEC 1.1 Vectors, lines | SEC 1.2-1.3 Dot and vector products, matrices | SEC 1.3-1.4 Cylindrical & spherical coord. |
| FEBRUAR 2--6 | SEC 1.5-2.1 Euclidian space, functions | SEC 2.2 Limit and continuity (Wanda Patterson) | SEC 2.3 Differentiation |
| 9--13 | SEC 2.4 Paths | SEC 2.5 Chain rule | SEC 2.6 Gradients, directional derivative |
| 16--20 | SEC 3.1-3.2 Higher derivatives and Taylor formula | SEC 3.2-3.3 Extrema | SEC 3.4 Lagrange multipliers |
| 23--27 | SEC 3.5 Implicit functions | REVIEW | MIDTERM 1 |
| MARCH 2--6 | SEC 4.1 Acceleration & Newton's law | SEC 4.2 Arc length | SEC 4.3 Vector fields |
| 9--13 | SEC 4.4 Div & curl | SEC 4.4 Div & curl | SEC 5.1 Integration (Introduction) |
| Recess 14--22 | |||
| 23--27 | SEC 5.2 Double integral (over rectangle) | SEC 5.3-5.4 Change of order in integration | SEC 6.1-6.2 Maps of the plane, change of variables |
| MARCH 30- -APRIL 4 | SEC 6.1-6.2 Maps of the plane, change of variables | SEC 7.1 Path integrals | SEC 7.2 Line integrals |
| 6--10 | SEC 7.3 Parametrized surfaces | SEC 7.4 Area of a surface | SEC 7.5 Integrals of scalar on surfaces |
| 13--17 | SEC 7.6 Surface integrals of vector functions | SEC 7.6 Surface integrals of vector functions | SEC 8.1 Green's Theorem |
| 20--24 | SEC 8.1 Green's Theorem | SEC 8.2 Stokes' Theorem | SEC 8.2 Stokes' Theorem |
| 27--MAY 1 | SEC 8.3 Conservative Fields | SEC 8.4 Gauss' Theorem | Review |