Instructors: Ina Petkova, Bohan Zhou, Travis Russell.
Course on canvas.dartmouth.edu.⇗
Syllabus
Course Summary:
| Date | Details | Due |
|---|---|---|
| Wed Jan 4, 2023 | Calendar Event Introduction and V2 1.1-1.5, Review of Integration | 12am |
| Fri Jan 6, 2023 | Calendar Event V2, 5.1-5.2: Infinite sequences and infinite series; geometric series | 12am |
| Assignment Webwork0 | due by 10pm | |
| Mon Jan 9, 2023 | Calendar Event V2, 5.3, Divergence and integral tests | 12am |
| Assignment Webwork1 | due by 10pm | |
| Wed Jan 11, 2023 | Calendar Event V2, 5.4-5.6: Comparison tests, alternating series, and ratio test; Strategies for testing series. | 12am |
| Assignment HW1 | due by 5pm | |
| Assignment Webwork2 | due by 10pm | |
| Fri Jan 13, 2023 | Calendar Event V2, 6.1-6.2 Power Series | 12am |
| Assignment Webwork3 | due by 10pm | |
| Mon Jan 16, 2023 | Calendar Event V2, 6.3 Intro to Taylor and Maclaurin Series | 12am |
| Assignment Webwork4 | due by 10pm | |
| Wed Jan 18, 2023 | Calendar Event V2, 6.3 Taylor's Theorem with Remainder | 12am |
| Assignment HW2 | due by 5pm | |
| Fri Jan 20, 2023 | Calendar Event V2, 6.4 Working with Taylor Series | 12am |
| Assignment Webwork5 | due by 10pm | |
| Sun Jan 22, 2023 | Assignment Webwork6 | due by 10pm |
| Mon Jan 23, 2023 | Calendar Event Review for Exam 1 | 12am |
| Assignment Webwork7 | due by 10pm | |
| Wed Jan 25, 2023 | Calendar Event V3, 2.1-2.2: Coordinates in R^n as a vector space; distance formula; simple surfaces; vectors | 12am |
| Fri Jan 27, 2023 | Calendar Event V3, 2.3: The dot product | 12am |
| Mon Jan 30, 2023 | Calendar Event V3, 2.3: The dot product continued (vector projections) | 12am |
| Wed Feb 1, 2023 | Calendar Event V3, 2.4: The cross product | 12am |
| Fri Feb 3, 2023 | Calendar Event V3, 2.5: Lines | 12am |
| Mon Feb 6, 2023 | Calendar Event V3, 2.5: Planes | 12am |
| Wed Feb 8, 2023 | Calendar Event V3, 3.1-3.3: Vector-valued functions | 12am |
| Fri Feb 10, 2023 | Calendar Event V3, 4.1-4.2: Multivariable functions; Limits and continuity | 12am |
| Mon Feb 13, 2023 | Calendar Event Review for Exam 2 | 12am |
| Wed Feb 15, 2023 | Calendar Event V3, 4.3: Partial derivatives | 12am |
| Fri Feb 17, 2023 | Calendar Event V3, 4.4: Tangent planes | 12am |
| Mon Feb 20, 2023 | Calendar Event V3, 4.5: The chain rule | 12am |
| Wed Feb 22, 2023 | Calendar Event V3, 4.6: Directional derivatives | 12am |
| Fri Feb 24, 2023 | Calendar Event V3, 4.6: Directional derivatives II | 12am |
| Mon Feb 27, 2023 | Calendar Event V3, 4.7: Maxima and minima I | 12am |
| Wed Mar 1, 2023 | Calendar Event V3, 4.7: Maxima and minima II, 4.8: Lagrange multipliers I | 12am |
| Fri Mar 3, 2023 | Calendar Event V3, 4.8: Lagrange multipliers II | 12am |
| Mon Mar 6, 2023 | Calendar Event Review for Final Exam | 12am |