Assignments

1	Tuesday, 1/17	§12.1: Introduction to Calculus 3, Rectanular Coordinates in \( {{\bf R}^3} \)
2	Thursday, 1/19	§12.2: Inroduction to Vectors, Quiz 0
3	Friday, 1/20	§12.2-3: More on Vectors, The Dot Product
4	Monday, 1/23	§12.4: The Cross Product
5	Tuesday, 1/24	§12.5: Equations of Lines
6	Thursday, 1/26	§12.5: More on Lines and Planes, Quiz 1
7	Friday, 1/27	§12.5: Equations of Planes
8	Monday, 1/30	§13.1: Vector Valued Functions in \ ( {{\bf R}^2} \)
9	Tuesday, 1/31	§13.1: Vector Valued Functions in \ ( {{\bf R}^3} \) Calculus of Vector Valued Functions
10	Thursday, 2/2	§13.2: More exploratios of VVF's and limits, Quiz 2
11	Friday, 2/3	§13.2: Derivatives and Integrals of vvf's
12	Monday, 2/6	§13.3: Arc Length and Curvature
13	Tuesday, 2/7	§13.4: Tangential and Normal Components of Acceleration, the TNB frame
14	Thursday, 2/9	§13.3: Review of Curvature and Physics Problems Quiz 3
15	Friday, 2/10	Quadric Surfaces and Snack Foods
16	Monday, 2/13	§14.1: Introduction to Functions from \ ( {\bf R}^2 \to {\bf R} \), Domains
17	Tuesday, 2/14	§14.1: Level Curves
18	Thursday, 2/16	§14.2: Intro to Limits Quiz 4
19	Friday, 2/17	§14.2: More on Limits and Continuity
20	Tuesday, 2/21	§14.3: Partial Derivatives
21	Thursday, 2/23	Review for Exam 1. Practice Exam is here , Key is here.
22	Friday, 2/24	EXAM 1
23	Monday, 2/27	§14.3: More on Tangent Planes and Approximations
24	Tuesday, 2/28	§14.4: The Chain Rule for multivariable functions
25	Thursday, 3/1	§14.4: The Implicit Function Theorem Quiz 5
26	Friday, 3/2	§14.5: Directional Derivatives
27	Monday, 3/5	§14.6-7: Higher Order Derivatives, Maxima and Minima
28	Tuesday, 3/6	§14.7: More on Maxima and Minima
29	Thursday, 3/8	§14.2: Constrained Optimization Quiz 6
30	Friday, 3/9	Pi Day (observed)
31	Monday, 3/26	§14.8: Lagrange Multipliers and Constrained Optimization
32	Tuesday, 3/27	§15.1: Volume under a Surface, Integration in 3-D
33	Thursday, 3/29	§15.1: Integration over General Regions, Quiz 7
34	Friday, 3/30	§15.1: More about General Regions, Strip and Strips
35	Monday, 4/2	§15.2: Integrals in Polar Coordinates
36	Tuesday, 4/3	§15.3: Centers of Mass
37	Thursday, 4/5	§15.4: Surface Area Quiz 8
38	Friday, 4/6	§15.4: More on Polar Areas and Surface Areas
39	Monday, 4/9	§15.5: Introduction to Triple Integrals
40	Thursday, 4/12	Review for EXAM 2 Practice Exam is Here
41	Friday, 4/13	EXAM 2
42	Monday, 4/16	§15.6: Integrals in Cylindrical Coordinates
43	Tuesday, 4/17	§15.6: Integrals in Spherical Coordinates
44	Thursday, 4/19	§16.2: Introduction to Line Integrals Quiz 9
45	Friday, 4/20	§16.2: Line Integrals and Conservative Vector Fields
46	Monday, 4/23	§16.3: The Fundamental Theorem of Line Integrals
47	Tuesday, 4/24	§16.4: Green's Theorem
48	Thursday, 4/26	§16.2-4: The FlowChart of Line Integrals Quiz 10
49	Friday, 4/27	§16.5: Curl and Divergence
50	Monday, 4/30	§16.6: Parametric Surfaces, Surface Area
51	Tuesday, 5/1	§16.7: Flux and Surface Integrals
52	Thursday, 5/3	§16.7: More on Vector Integrals Quiz 11
53	Friday, 5/4	§16.8: Stokes' Theorem
54	Monday, 5/7	§16.8,16.9: Stokes' Theorem, Gauss' Divergence Theorem, The Pantheon of Integral Theorems
55	Tuesday, 5/8	A Selected Short on the life of Gauss