Day Topic Reading
9/3 Organization, parametric curves Section 12.1 9/5 Vectors Section 12.3 9/8 More vectors, parametric equations Section 12.4 (to p. 39) Section 12.5 9/9 Lab: Maple Tutorial 9/10 Polar coordinates Section 12.6 9/12 The dot product Section 12.7 9/15 Roulettes Project Ch. 12, Pr. 1 9/16 Lab 26: Parametric Plots 9/17 Vectors in space Section 13.1 9/19 Cylindrical, spherical coordinates Section 13.2 9/22 Planes, cross product Section 13.3 9/23 Lab 27: The Equiangular Spiral 9/24 Surfaces, level curves Section 13.4 9/26 Partial derivatives Section 14.1 9/29 Directional derivatives Section 14.2 9/30 Lab 28: Experiments with Partial Derivatives 10/1 Gradient, Chain Rule Section 14.3 10/3 Yosemite Project Ch. 14, Pr. 1 10/6 Review handout 10/7 Lab 29: Critical Points and Quadric Surfaces I 10/8 Test #1 10/10 Unconstrained optimization Section 14.5
10/13 Fall Break 10/15 Second derivative test Section 14.5 handout 10/17 Constrained optimization Section 14.6
10/20 Volume of a solid Section 15.1 10/21 Lab 31a: Critical Points and Quadric Surfaces II 10/22 Double integrals Section 15.2 10/24 Centers of mass (2D) Section 15.3
10/27 Surface area Section 15.4 10/28 Lab 33: Numerical Double Integrals 10/29 Triple integrals Section 15.5 10/31 Cylindrical and spherical coordinates Section 15.6
11/3 Open 11/4 Lab 34: Double Integrals, II 11/5 Vector fields Section 16.1 11/7 Gradient fields Section 16.2
11/10 Review 11/11 Open 11/12 Test #2 11/14 Line integrals Section 16.3
11/17 Fundamental Theorem for Line Integrals Section 16.3 11/18 Lab 36: Conservative Vector Fields 11/19 Work Section 16.3 11/21 Green's Theorem Section 16.4
11/24 Green's Theorem Section 16.4 11/25 Lab 37: Vector Field Rotation 11/26 Integrals with respect to arc length Section 16.5 11/28 Thanksgiving Break
12/1 Green's Theorem again Section 16.5 12/2 Line Integrals in space handout 12/3 Surface Integrals handout 12/5 3D versions of Green's Theorem handout
12/8 Review 12/10 Evaluation
Last modified: August 25, 1997