- Textbook: Edwards & Penney, Multivariable Calculus, 6-th edition
- Assignment #1, due 09/11/18
- 12.1: 23 (vectors in the plane)
- 12.2: 46, 62 (vectors in 3-dimensions)
- 12.3: 15, 20 (cross product)
- Assignment #2, due 09/18/18
- 12.4: 18, 32, 40 (lines, planes)
- 12.6: 35, 45 (curvature, acceleration)
- Thursday, September 20, last day to add a course without a fee.
- Assignment #3, due 09/25/18
- 12.7: read
- 13.2: 42 (functions of several variables)
- 13.3: read
- 13.4: 32 (partial derivatives)
- 13.5: 7, 25, 28, 30 (max/min problems)
- Assignment #4, due 10/02/18
- 13.7: 39, 40, 46, 47 (chain rule)
- 13.8: 34 (directional derivative, gradient)
- Tuesday, October 2, last day to add a course (includes late fee), change from audit to credit, or change a grade option declaration.
- Monday, October 8. University Holiday. No University exercises.
- Assignment #5, due 10/09/18
- 13.9: 35, 42, 60 (Lagrange multipliers)
- 13.10: 22, 28 (2-nd derivative test)
- Assignment #6, due 10/16/18
- 14.1: 12 (double integrals)
- 14.2: 11, 22, 32, 34 (double integrals over general regions)
- Exam #1, Thursday, October 18, 7:00 - 8:30 p.m., covers assignments #1 - #5, MacMillan 117.
- Friday, October 19. Mid-semester deadline. Last day to change from credit to audit in a course.
- Assignment #7, due 10/23/18
- 14.3: 9, 28 (area and volume by double integration)
- 14.4: 6, 15, 31 (polar coordinates)
*For #6, change inside to outside and outside to inside.*- 14.5: 13 (application of double integrals)
- Assignment #8, due 10/30/18
- 14.6: 18 (triple integrals)
- Problem Set #1: 1, 2 (integration on tetrahedrons)
- Solutions to Problem Set #1
- 12.8: 40 (cylindrical, spherical coords)
- 14.7: 29 (integration in cylindrical, spherical coords)
- Assignment #9, due 11/06/18
- 14.9: 10, 12 (change of variables)
- 15.1: 12, 23 (vector fields, div, grad, curl)
- 15.2: 9, 13, 17 (line integrals)
*For #13, change 0 <= y <= pi to 0 <= t <= pi.*- Assignment #10, due 11/13/18
- 15.3: 14, 24 (independence of path)
- 15.4: 11, 33 (Green's Theorem)
- Exam #2, Thursday, November 15, 7:00 - 8:30 p.m., covers assignments #6 - #9, MacMillan 117.
- Assignment #11, due 11/20/18
- 15.5: 4, 18 (surface integrals)
- 15.6: 5 (Divergence Theorem)
- Wednesday, November 21. Thanksgiving recess begins at noon. No classes.
- Assignment #12, due 11/27/18
- 15.6: 11, 14, 16, 18 (Divergence Theorem)
- Problem Set #2: 1, 2 (applications of the Divergence Theorem)
- Solutions to Problem Set #2
- Assignment #13, due 12/04/18
- 15.7: 4, 5, 7, 8, 13 (Stokes' Theorem)
*For #13, use any method to find the potential.*- Problem Set #3: 1 (applications of Stokes' Theorem)
- Solutions to Problem Set #3
- Wednesday, December 12, last class.
- Final Exam, Saturday, December 15, 2:00 - 5:00 p.m., MacMillan 117.

*Future assignments are tentative and may be revised before the due date.*