| Date | Topics | Book |
| 1. M 8/29 |
Introduction; Cartesian Coordinates in Space.
| § 2.1-2.2 |
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| 2. W 8/31 |
Intro to Vectors, I.
| § 2.1-2.2 |
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| 3. R 9/1 |
Intro to Vectors, II.
| § 2.1-2.2 |
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| 4. F 9/2 |
The Dot Product, I.
| § 2.3 |
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| M 9/5 |
NO CLASS (Labor Day)
| | | |
| 5. W 9/7 |
The Dot Product, II.
| § 2.3 |
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| 6. R 9/8 |
The Cross Product, I.
| § 2.4 |
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| 7. F 9/9 |
The Cross Product, II.
| § 2.4 |
|
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| 8. M 9/12 |
The Cross Product, III.
| § 2.4 |
|
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| 9. W 9/14 |
Lines in Space.
| § 2.5 |
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| 10. R 9/15 |
Lines, Projections, Distances.
| § 2.5 |
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| 11. F 9/16 |
Planes.
| § 2.5 |
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| 12. M 9/19 |
Planes intersecting things.
| § 2.5 |
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| W 9/21 |
EXAM 1
| | | |
| 13. R 9/22 |
Vector-Valued Functions, I.
| § 3.1 |
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| 14. F 9/23 |
Calculus with Vector-Valued Functions, I.
| § 3.2 |
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| 15. M 9/26 |
Calculus with Vector-Valued Functions, II.
| § 3.2 |
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| 16. W 9/28 |
Arclength.
| § 3.3 |
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| 17. R 9/29 |
Parametrizing with Respect to Arclength; Curvature.
| § 3.3 |
|
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| 18. F 9/30 |
Curvature, cont'd.
| § 3.3 |
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| 19. M 10/3 |
Unit Tangent, Normal, Binormal Vectors.
| § 3.3 |
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| 20. W 10/5 |
Functions of Several Variables.
| § 4.1 |
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| 21. R 10/6 |
Functions of Several Variables, cont'd.
| § 4.1 |
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| 22. F 10/7 |
Level Curves; Level Surfaces.
| § 4.1 |
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| 23. M 10/10 |
Limits of Multivariable Functions.
| § 4.2 |
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| 24. W 10/12 |
Review.
| |
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| 25. R 10/13 |
Review.
| |
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| F 10/14 |
EXAM 2
| | | |
| 26. M 10/17 |
Partial Derivatives, I.
| § 4.3 |
|
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| 27. W 10/19 |
Partial Derivatives, II.
| § 4.3 |
|
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| 28. R 10/20 |
Tangent Planes and Linear Approximations, I.
| § 4.4 |
|
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| 29. F 10/21 |
Tangent Planes and Linear Approximations, II.
| § 4.4 |
|
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| 30. M 10/24 |
Differentiability of Multivariable Functions.
| § 4.4 |
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| 31. W 10/26 |
the Multivariable Chain Rule.
| § 4.5 |
|
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| 32. R 10/27 |
Chain Rule, cont'd; Implicit Differentiation.
| § 4.5 |
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| 33. F 10/28 |
Directional Derivatives, I.
| § 4.6 |
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| 34. M 10/31 |
Directional Derivatives, II.
| § 4.6 |
|
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| 35. W 11/2 |
Directional Derivatives, III.
| § 4.6 |
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| 36. R 11/3 |
Directional Derivatives, IV.
| § 4.6 |
|
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| 37. F 11/4 |
Directional Derivatives, V.
| § 4.6 |
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| 38. M 11/7 |
Extreme Values, I.
| § 4.7 |
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| 39. W 11/9 |
Extreme Values, II.
| § 4.7 |
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| 40. R 11/10 |
Double Integrals, I.
| § 5.1 |
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| F 11/11 |
NO CLASS (Veterans Day)
| | | |
| 41. M 11/14 |
Double Integrals, II.
| § 5.1 |
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| 42. W 11/16 |
Double Integrals, III.
| § 5.2 |
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| 43. R 11/17 |
Homework in Class.
| § 1.3, 5.3 |
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| 44. F 11/18 |
Review.
| |
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| M 11/21 |
EXAM 3
| | | |
| 45. W 11/23 |
Double Integrals in Polar Coordinates, I.
| § 5.3 and Typed Notes. |
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| R-F 11/24-25 |
NO CLASS (Thanksgiving)
| | | |
| 46. M 11/28 |
Double Integrals in Polar Coordinates, II.
| § 5.3 |
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| 47. W 11/30 |
Triple Integrals, I.
| § 5.4 |
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| 48. R 12/1 |
Triple Integrals, II.
| § 5.4 |
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| 49. F 12/2 |
Cylindrical and Spherical Coordinates.
| § 2.7 and Typed Notes. |
|
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| 50. M 12/5 |
Spherical Coordinates.
| § 2.7 and Typed Notes. |
|
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| 51. W 12/7 |
Line Integrals, I.
| § 6.1 and Typed Notes. |
|
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| 52. R 12/8 |
Line Integrals, II.
| § 6.1 and Typed Notes. |
|
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| 53. F 12/9 |
Review.
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FINAL EXAM: 12/14, 10:15am-12:15pm (12pm class), 12/16, 8-10am (10am class)
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