Lectures	Sections in Text	Brief Description
3/26	8.1	Review of substitution; Integration by parts
3/28	8.2	Trigonometric integrals
3/31	8.3	Trigonometric substitution
4/2	8.8	Improper integrals
4/4	12.1/12.2	Sequences and series
4/7	12.2/12.3	Geometric series; integral test
4/8 (x-hour)	12.4	Comparison tests
4/9	12.4/12.5	Comparison tests; Alternating series test
4/11	No Class
4/14	12.6	Absolute convergence; Ratio test
4/16	12.8	Power series
4/17	Exam 1
4/19	12.9	Representations of functions as power series
4/21	12.10	Taylor and Maclaurin series
4/23	12.10	Taylor and Maclaurin series
4/25	13.1/13.2	Coordinates and vectors in R^2 and R^3
4/28	13.3	Dot product
4/30	13.4	Cross product
5/2	13.5	Equations of lines and planes
5/5	14.1/14.2	Vector functions, space curves, derivatives and integrals
5/7	14.3/14.4	Arclength, velocity, acceleration
5/8	Exam 2
5/9	15.1/15.2	Functions of several variables, limits, continuity
5/12	15.3	Partial derivatives
5/14	15.4	Tangent planes and linear approximation
5/16	15.5, 15.6	Chain rule; directional derivative
5/19	15.6	Gradient
5/21	15.7	Maxima and minima
5/23	15.7	Maxima and minima
5/28		Wrap-up

Stephanie Treneer

Last updated June 24, 2010 10:49:58 EDT