| Math 212 | Calculus III | Spring 2000 | |
| MONDAY | WEDNESDAY | FRIDAY | |
| JANUARY 24--28 | 3-D coordinates Section 9.1 | Vectors Section 9.2 | The dot product Section 9.3 |
| Jan 31--Feb 4 | Cross Product Section 9.4 | Equations of lines and planes Section 9.5 | Equations of lines and planes Section 9.5 |
| FEBRUARY 7--11 | Functions and Surfaces Section 9.6 | Cylindrical and spherical coordinates Section 9.7 | Vector functions and space curves Section10.1 |
| 14--18 | Derivatives and integrals of vector functions Section10.2 | Arc length and curvature Section 10.3 | Motion in space Section 10.4 |
| 21-25 | Midterm 1 | Parametric surfaces Section 10.5 | Functions of several variables Section 11.1 |
| Feb 28 -- March 3 | Limits and continuity Sections 11.2 and A2 | Limits and continuity Sections 11.2 and A2 | Partial derivatives Section 11.3 |
| MARCH 6--10 | Tangent plane and linear approximation Section 11.4 | Chain Rule Section 11.5 | * |
| March 11--19 | RECESS | ||
| 20-24 | Directional derivative and gradient Section 11.6 | Maximum and minimum values Section 11.7 | Lagrange multipliers Section 11.8 |
| 27-31 | Slack | Double integral over rectangles Section 12.1 | Iterated integrals Section 12.2 |
| APRIL 3 -- 7 | Double integrals over general regions Section 12.3 Project due | Applications of double integrals Section 12.4 | Surface area Section12.6 |
| 10 --14 | Triple integrals Section 12.7 | Triple integrals in cylindrical and spherical coordinates Section 12.8 | Slack |
| 17 -- 21 | Midterm 2 | Change of variables in multiple integrals Section 12.9 | Vector fields Section 13.1 |
| 24 -- 28 | Line integrals Section 13.2 | Fundamental theorem for line integrals Section 13.3 | Green's Theorem Section 13.4 |