| Date | Section(s) | Topic(s) | |
| M | 30 Aug | 12.1 | Vectors in the plane |
| W | 1 Sep | 12.2 | Vectors in 3D |
| F | 3 Sep | 12.3 | Cross-product |
| M | 6 Sep | 12.4 | Lines and planes |
| W | 8 Sep | 10.4-10.5 | Parametric curves and arc length |
| F | 10 Sep | 12.5 | Curves in 3D |
| M | 13 Sep | 12.6 | Curvature and acceleration |
| W | 15 Sep | 12.7 | Cylinders and quadric surfaces |
| F | 17 Sep | (12.7) | (continued) |
| M | 20 Sep | TBA | |
| W | 22 Sep | Exam I | |
| F | 24 Sep | 13.1-13.2 | Functions of several variables |
| M | 27 Sep | 13.3 | Limits and continuity |
| W | 29 Sep | 13.4 | Partial derivatives |
| F | 1 Oct | 13.5 | Maxima and minima |
| M | 4 Oct | 13.6 | Increments and differentials |
| W | 6 Oct | 13.7 | Chain rule |
| F | 8 Oct | 13.8 | Directional derivatives and gradient |
| M | 11 Oct | No class | |
| W | 13 Oct | 13.10 | Second derivative test |
| F | 15 Oct | 13.9 | Lagrange multipliers |
| M | 18 Oct | TBA | |
| W | 20 Oct | Exam II | |
| F | 22 Oct | 14.1 | Double integrals |
| M | 25 Oct | 14.2 | More double integrals |
| W | 27 Oct | 14.3 | Area and volume |
| F | 29 Oct | 10.2 | Polar coordinates |
| M | 1 Nov | 14.4 | Double integrals in polar coordinates |
| W | 3 Nov | 14.5 | Applications |
| F | 5 Nov | 14.6 | Triple integrals |
| M | 8 Nov | 12.8 | Cylindrical and spherical coordinates |
| W | 10 Nov | 14.7 | Triple integrals in cyl/sph coordinates |
| F | 12 Nov | 14.8 | Surface area |
| M | 15 Nov | TBA | |
| W | 17 Nov | Exam III | |
| F | 19 Nov | 15.1-15.2 | Vector fields and line integrals |
| M | 22 Nov | 15.3 | Independence of path |
| W | 24 Nov | TBA | |
| F | 26 Nov | No class | |
| M | 29 Nov | 15.4 | Green's theorem |
| W | 1 Dec | (15.4) | (continued) |
| F | 3 Dec | 15.5 | Surface integrals |
| M | 6 Dec | 15.6 | Divergence theorem |
| W | 8 Dec | 15.7 | Stokes' theorem |
This document was generated using the LaTeX2HTML translator Version 97.1 (release) (July 13th, 1997)
Copyright © 1993, 1994, 1995, 1996, 1997, Nikos Drakos, Computer Based Learning Unit, University of Leeds.
The command line arguments were:
latex2html -link 1 -split 1 -t Math103 Tentative Syllabus syllabus.
The translation was initiated by Joshua Holden on 11/2/1999