Assignments

1	Wednesday, 9/3	§11.1: Introduction to Calc 3, Planes and 3-D Coordinates
2	Friday, 9/5	§11.2: Introduction to Vectors
3	Monday, 9/8	§11.3: Dot Products, Projections, Geometric Proofs
4	Wednesday, 9/10	§11.4: Cross Products, Parallelograms, Matrices
5	Friday, 9/12	§11.5: Introduction to Lines and Planes, Quiz 1
6	Monday, 9/15	§11.5: Equations of Planes, Lines and Planes
7	Wednesday, 9/17	§11.6: Polar, Spherical, and Cylindrical Coordinates
8	Friday, 9/19	§12.1: Introduction to vector valued functions, Quiz 2
9	Monday, 9/22	§12.1-2: Calculus of Vector Valued Functions, Tangent Lines
10	Wednesday, 9/23	§12.1-3: More on graphing vvf's, Velocity and Position, Arc Length
11	Friday, 9/25	§12.3: Curvature, Normal and Binormal Vectors, Quiz 3
12	Monday, 9/29	§12.3-4: Acceleration, Tangential, Normal, Binormal Vectors
13	Wednesday, 10/1	Review for Exam 1. Here are the Practice Test and its key
14	Friday, 10/3	EXAM I (apologies for copy quality issues)
15	Monday, 10/6	§13.1: Pringle Hyperbolic Paraboloid Day, Quadric surfaces , Intro to Multivariable functions.
16	Wednesday, 10/8	§13.2: More on Domains, Continuity, Multivariable Limits
17	Friday, 10/10	§13.3: Partial Derivatives, Tangent Planes, and Approximations
18	Wednesday, 10/15	§13.4: Ch-ch-ch-chain Rule and the Implicit Function Theorem
19	Friday, 10/17	§13.4: More on the IFT and Tangent Planes, Quiz 4
20	Monday, 10/20	§13.5: Directional Derivatives and the Gradient Vector
21	Wednesday, 10/22	§13.6-7: Second and Multiple Order Derivatives, Introduction to Maxima and Minima
22	Friday, 10/24	§13.7: More on Maxima and Minima, Global Extrema, Quiz 5
23	Monday, 10/27	§13.8: Optimization using Lagrange Multipliers
24	Wednesday, 10/29	§14.1: Introduction to Integration
25	Friday, 10/24	§14.1: More on Integration and Fubini's Theorem Quiz 6
26	Monday, 11/3	§14.1: Integration over non-rectangular regions
27	Wednesday, 11/5	§14.2: Presidential Anagrams, Intro to Polar Coordinates
27	Friday, 11/7	§14.2: More on Polar Coordinates, Quiz 7
28	Monday, 11/10	§14.3: Moments and Centers of Mass
29	Wednesday, 11/12	Review For Exam 2 The key will be here Wednesday.
30	Friday, 11/14	EXAM 2
31	Monday, 11/17	§14.4-5: Surface Areas, Triple Integrals
32	Wednesday, 11/19	§14.6: Triple Integrals in Cylindrical and Spherical Coordinates
33	Friday, 11/21	§14.7: Change of Variables and the Jacobian
34	Monday, 12/1	§15.1-2: Vector Fields and Line Integrals
35	Wednesday, 12/3	§15.3: Conservative Vector Fields and the Fundamental Theorem of Line Integrals
36	Friday, 12/5	§15.4: Green's Theorem, Quiz 8
37	Monday, 12/8	§15.5-9: Curl, Divergence, Surface Integrals, and Stokes' Theorem.
38	Wednesday, 12/10	Quiz 9
39	Friday, 12/12	Course Recap, Practice Exam is Here