MTH 255 Syllabus
Approximate Schedule
| Week | Section | Topic |
| Week 1 | Chapters/Sections 11.5-1.7 | Lines and Curves in Space. Calculus of Vector Functions. Motions in Space. |
| Week 2 | 11.8-11.9 | Arc Length, The Normal, Tangent and Binormal Vectors. |
| Week 3 | Sections 12.6, 13.3-13.4 | Gradients. Double Integrals in cartesian and polar coordinates. |
| Week 4 | 13.4-13.5 | Triple integrals. Triple integrals cylindrical coordinates and polar coordinates. |
| Week 5 | 13.6-13.7 | Mass calculations, change of variables in integrals. |
| Week 6 | Sections 14.1-14.3 | Vector fields, line integrals, conservative fields. |
| Week 7 | Sections 14.5-14.6 | Divergence and Curl. Surface integrals. |
| Week 8 | Sections 14.7 | Stokes' Theorem. |
| Week 9 | Sections 14.8 | Divergence Theorem. |
| Week 10 | Section 14.4 | Green's Theorem. |