Some Taylor polynomials for (1-x)^-1.

Math 102, Section 4, Fall 2019

The main online resource for this course is Canvas, where handouts, homeworks, and grades are posted. Here you can find the syllabus and calendar.

Date	Reference	Topics
M 8/26	1.5	Review of substitution
W 8/28	1.6, 1.7	Exponential, logarithmic, and inverse trigonometric integrals
F 8/30	3.1	Integration by parts
W 9/4	3.2	Trigonometric integrals
F 9/6	3.3	Trigonometric substitution
M 9/9	3.4	Partial fractions
W 9/11	3.4	Partial fractions
F 9/13	3.6	Numerical methods, review of integration
M 9/16	3.7	Review of integration, improper integrals
W 9/18	3.7	Improper integrals, asymptotics
F 9/20		Cancelled due to Imelda
M 9/23	handout	Asymptotics
W 9/25	5.1	Sequences
F 9/27	5.2.1, 5.3.1	Series, divergence test
M 9/30		Review
T 10/1		Midterm 1, Keck 100
W 10/2	5.2, 5.3	Geometric and telescoping series, integral test
F 10/4	5.3	Integral test, p-series
M 10/7	5.3	Remainder and partial sum estimates from the integral test
W 10/9	5.4, handout	Comparison test with asymptotics
F 10/11	5.5	Alternating series
W 10/16	5.5, 5.6	Aboslute and conditional convergence, ratio test
F 10/18		Review of series
M 10/21	6.1	Power series
W 10/23	6.2	Manipulating power series
F 10/25	6.3	Taylor and Maclaurin series
M 10/28	6.3	Taylor and Maclaurin series
W 10/30	6.3	Taylor and Maclaurin series
F 11/1	6.4	Taylor and Maclaurin series
M 11/4	handout	Applications of Taylor and Maclaurin series
W 11/6	handout	Fourier series
F 11/8		Fourier series
M 11/11		Fourier series
W 11/13		Review
Th 11/14		Midterm 2, Keck 100
F 11/15	7.1	Parametric equations
M 11/18	7.1, 7.2	Parametric equations
W 11/20	7.2	Calculus with parametric curves
F 11/22	7.3	Polar coordinates
M 11/25	7.3	Polar coordinates
W 11/27	7.4	Polar area
M 12/2	handout	Complex numbers
W 12/4	handout	Complex numbers
F 12/6	handout	Complex numbers