Lectures	Sections in Text	Brief Description
9/26	13.1 - 13.2	Vectors, Dot and Cross products, lines, planes, matrices
9/28	13.3-13.4	Dot Product, Cross Product
10/1	13.5	Equations of Lines and Plans
10/1	Quiz 1
10/3	14.1-14.2	Vector Functions and Space Curves
10/5	14.3-14.4	Velocity and Acceleration
10/8	15.1-15.2	Functions of Several Variables, Limits
10/8	Quiz 2
10/10	15.3	Partial Derivatives
10/12	15.4	Tangent Places, Linear Approximation
10/15	15.5-15.6	The Chain rule, directional derivatives
10/15	Quiz 3
10/17	15.6	The gradient and the directional derivative
10/19	15.7	Max/Min values
10/22		First Hour Exam: 4-6pm, 007/008 Kemeny Hall
10/22	15.7	Max/Min (cont)
10/24	16.1	Double integrals over rectangles
10/26	16.2	Iterated integrals
10/29	16.3	Double integrals over general regions
10/29	Quiz 4
10/31	16.4	Double integrals in Polar Coordinates
11/2	16.6	Triple Integrals
11/5	16.7	Triple integrals: Cylindrical coordinates
11/5	Quiz 5
11/7	16.8	Triple Integrals: Spherical Coordinates
11/9	17.1-17.2	Vector fields and line integrals
11/12	17.3	The Fundamental Theorem of line integrals
11/12		Second Hour Exam
11/14	17.3	(cont)
11/16	17.4	Green's Theorem
11/19	17.5	Curl and Divergence
11/21		No class
11/23		No class
11/26	17.6	Parameteric Surfaces and their areas
11/26	Quiz 6
11/28	17.7	Surface integrals
11/30	17.8	Stokes' Theorem
12/3	17.9	Gauss' Theorem
12/7	Final Exam	11:30am-2:30pm

Scott Pauls
Last updated June 25, 2009 14:49:07 EDT