Assignments

1	Tuesday, 9/1	§11.1: Introduction to Calc 3, Planes and 3-D Coordinates
2	Wednesday, 9/2	§11.2: Introduction to Vectors, Quiz 0
3	Thursday, 9/3	§11.3: Angles between Vectors, The Dot Product, and Orthogonality
4	Friday, 9/4	§11.3: Dissecting a Triangle, Projections and Components
5	Tuesday, 9/8	§11.4: Cross Products and Orthogonality
6	Wednesday, 9/9	Dot Product versus Cross Product, Quiz 1
7	Thursday, 9/10	§11.5: Planes
8	Friday, 9/11	§11.5: Lines, Worksheet
9	Tuesday, 9/15	§12.1: Review of Lines and Planes, Intro to 3-D space curves
10	Wednesday, 9/16	More on Space Curves, Quiz 2
11	Thursday, 9/17	§12.2: Limits and Derivatives of Vector Valued Functions
12	Friday, 9/18	§12.2: Antiderivatives of Vector Valued Functions, Position and Velocity
13	Tuesday, 9/22	§12.3: Intro to Arc Length and Arc Length Parameterization
14	Wednesday, 9/23	More on Arc Length, Quiz 3
15	Thursday, 9/24	§12.3: Curvature
16	Friday, 9/25	§12.4: Unit Tangent, Normal, and Binormal Vectors, Acceleration
17	Tuesday, 9/29	§13.1: Pringle Hyperbolic Paraboloid Day, Quadric surfaces , Intro to Multivariable functions.
18	Wednesday, 9/30	More on Multivariable Functions and Domains, Quiz 4
19	Thursday, 10/1	§13.2: Multivariable Limits
20	Friday, 10/2	§13.3: More on Limits, Partial Derivatives
21	Tuesday, 10/6	Review for Exam 1: Practice Exam and Solutions
22	Wednesday, 10/7	Exam 1
23	Thursday, 10/8	§13.3: Partial Differentiation and the Tangent Plane
24	Friday, 10/9	§13.3: Differentials and Approximations
25	Wednesday, 10/14	§13.4: Multivariable Chain Rule, Implicit Differentiation
26	Thursday, 10/15	§13.5: More on Implicit Differentiation
27	Friday, 10/16	§13.5: Directional Derivatives and the Gradient
28	Tuesday, 10/20	§13.6: Higher Order Derivatives
29	Wednesday, 10/21	More on Higher order Derivatives, Quiz 5
30	Thursday, 10/22	§13.7: Local Maxima and Minima
31	Friday, 10/23	§13.7: More on Critical Points, Absolute Maxima and Minima
32	Tuesday, 10/27	§13.6: More on Bounded Optimization
33	Wednesday, 10/28	Quiz 6
34	Thursday, 10/29	§13.7: Constrained Optimization
35	Friday, 10/30	§13.8: Lagrange Multipliers
36	Tuesday, 11/3	§14.1: Integration as a Volume
37	Wednesday, 11/4	Quiz 7
38	Thursday, 11/5	No Class
39	Friday, 11/6	§14.1: Volume Over a General Region
39	Tuesday, 11/10	Review for Exam 2: Practice Exam 2 and Solutions
40	Wednesday, 11/11	EXAM 2
41	Thursday, 11/12	More on Volumes over a General Region
42	Friday, 11/13	§14.2: Integrals in Polar Coordinates
43	Tuesday, 11/17	More Integrals in Polar Coordinates
44	Wednesday, 11/18	§14.3, 14.4: Center of Mass, Surface Area
45	Thursday, 11/19	§14.5: Triple Integration in Rectangular Coordinates
46	Friday, 11/20	§14.6: Triple Integration in Cylindrical and Spherical Coordinates
47	Tuesday, 12/1	§15.2: Line Integrals with respect to Arc Length
48	Wednesday, 12/2	Quiz 8
49	Thursday, 12/3	§15.2: Work Integrals
50	Friday, 12/4	§15.3: The Fundamental Theorem of Line Integrals
51	Tuesday, 12/8	§15.4: Green's Theorem
52	Wednesday, 12/9	Quiz 9
53	Thursday, 12/10	§15.4: Applications to Area, Generalizing Green's Theorem
54	Friday, 12/11	Stokes' Theorem, the Divergence Theorem, and Overarching Themes of Integration
F	FINAL EXAM MATERIALS	Final Review Problems and their solutions . Your list of topics is the list of topics you see above. Also, here is the Extra Credit Final