Lectures	Sections in Text	Brief Description
Day 1:  9/22	6.1, 6.2	Areas between curves, volumes of revolution
Day 2:  9/24	8.1	Integration by parts
Day 3:  9/27	8.2, 8.3	Trigonometric integrals, trigonometric substitution
Day 4:  9/29	8.4, 8.8	Partial fractions (through p. 535), improper integrals (through p. 572)
Day 5:  10/1	12.1, 12.2	Sequences, series of constants
Day 6:  10/4	12.2, 12.3	Series, integral test
10/5		Last day to add/drop
Day 7:  10/6	12.3, 12.4	Integral test, comparison tests
Day 8:  10/8	12.4, 12.5	Comparison tests, alternating series
Day 9:  10/11	12.6	Absolute and conditional convergence, root test, ratio test
Day 10:  10/13	12.8, 12.9	Functions as power series
Day 11:  10/15	12.10	Taylor and Maclaurin series
Day 12:  10/18	12.10	Taylor and Maclaurin series
10/18 afternoon		First Midterm 4 - 6 pm
Day 13:  10/20	13.1, 13.2	Points and vectors in 2-space and 3-space
Day 14:  10/22	13.3	Dot product
Day 15:  10/25	13.4	Cross product
Day 16:  10/27	13.5	Lines in 3-space
Day 17:  10/29	13.5	Planes in 3-space
Day 18:  11/1	14.1, 14.2	Vector functions, space curves, derivatives and integrals
Day 19:  11/3	14.3, 14.4	Arc length (skip normal and binormal vectors, skip arclength parametrization), velocity and acceleration (skip tangential and normal components of acceleration, skip Kepler)
Day 20:  11/5	15.1, 15.2	Functions of several variables, limits, continuity
Day 21:  11/8	15.3	Partial derivatives (skip partial differential equations and Cobb-Douglas function)
11/8 afternoon		Second Midterm 4 - 6 pm
Day 22:  11/10	15.4	Tangent planes and approximation
Day 23:  11/12	15.5	Chain rule
11/12		Last day to drop
Day 24:  11/15	15.6	Directional derivatives
Day 25:  11/17	15.6	Directional derivatives and the gradient
Day 26:  11/19	15.7	Maxima and minima
Day 27:  11/22	15.7	Maxima and minima
11/24 - 11/28		Thanksgiving break
Day 28:  11/29	15.8	Lagrange multipliers
Day 29:  12/1	15.8	Lagrange multipliers