Updated January 9, 2006
| Day | Date | Assignments | Lecture Description (Reference Section) |
Week 1 |
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| Tue |
Jan 10 |
Introduction; Functions
of Two Variables (15.1) |
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| Thur |
Jan 12 |
Exam 0 Due |
A Tour of 3D Space (14.1,
14.6); Graphs of Functions of Two Variables (15.1) |
Week 2 |
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| Tue |
Jan 17 |
Contour Diagrams;
Linear Functions; Functions of More Variables (15.1) |
|
| Thur |
Jan 19 |
HW
1 Due |
Displacement
Vectors; Vectors in General (13.2, 13.3, 13.4, 14.2) |
Week 3 |
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| Tue |
Jan 24 |
The Dot Product (13.3,
14.2); The Cross Product (14.3) |
|
| Thur |
Jan 26 |
HW 2 Due |
The Partial Derivative
(15.2); Computing Partial Derivatives Algebraically (15.4) |
Week 4 |
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| Tue |
Jan 31 |
Local Linearity and
the Differential; Directional Derivatives (15.5, 15.7) |
|
| Thur |
Feb 2 |
HW 3 Due |
The Chain Rule; Second-Order Partial Derivatives
(15.2, 15.6) |
Week 5 |
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| Tue |
Feb 7 |
Review; Partial Differential Equations |
|
| Thur |
Feb 9 |
Exam 1 |
|
Week 6 |
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| Tue |
Feb 14 |
Local and
Global Extrema; Unconstrained Optimization (15.8) |
|
| Thur |
Feb 16 |
HW 4 Due |
Constrained Optimization (15.9); The Definite
Integral in 2D (16.1, 16.3) |
Week 7 |
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| Tue |
Feb 21 |
Iterated Integrals (16.2); Three-Variable Integrals (16.7) |
|
| Thur |
Feb 23 |
HW 5 Due |
2D Integrals in Polar Coordinates (16.4) |
Week 8 |
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| Tue |
Feb 28 |
3D Integrals in Cylindrical
and Spherical Coordinates (16.8) |
|
| Thur |
Mar 2 |
HW 6 Due |
Extra |
Week 9 |
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| Tue |
Mar 7 | Review |
|
| Thur | Mar 9 |
Exam 2 |
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Week 10 |
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| Tue |
Mar 14 |
S P R I N G B R E A K |
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| Thur |
Mar 16 |
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Week 11 |
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| Tue |
Mar 21 |
Motion in Space; Parameterized Curves
(13.4, 14.4) |
|
| Thur |
Mar 23 | HW 7 Due |
Velocity and Acceleration Vectors (13.5,
14.5) |
Week 12 |
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| Tue |
Mar 28 |
Parameterized Surfaces; Vector Fields (17.1) | |
| Thur |
Mar 30 |
HW 8 Due |
The Flow of a Vector Field; The Idea
of a Line Integral (17.2) |
Week 13 |
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| Tue |
April 4 |
Computing Line Integrals over Parameterized
Curves (17.2); Gradient Fields (17.3) |
|
| Thur |
April 6 |
HW 9 Due |
Nonconservative Fields and Green's Theorem
(17.4); The Flux Integral (17.5) |
Week 14 |
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| Tue |
April 11 |
Calculating Flux Integrals (17.5); Gauss's
Divergence Theorem (17.6) |
|
| Thur |
April 13 |
HW 10 Due |
Curl of a Vector Field; Stoke's Theorem
(17.7) |
Week 15 |
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| Tue |
April 18 |
Review |
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| Thur |
April 20 |
Exam 3; HW 11 Due |
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Week 16 |
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| Tue |
April 25 |
Extra |
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| Thur |
April 27 |
Reading Day |
Review; TBA |
Week 17 |
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| Tue |
May 2 |
FINAL EXAM |
6:00p.m. to 8:00p.m. |