MAT1575 Calculus II Spring 2015

active 7 years, 10 months ago

Open

This Course is OPEN.

Professor(s)

Kate Poirier

Department

Mathematics

Course Code

MAT1575

Semester / Year

Spring 2015

Course Description

A continuation of MAT 1475. Topics include Taylor polynomials, Mean Value Theorem, Taylor and Maclaurin series, tests of convergence, techniques of integration, improper integrals, areas, volumes and arc lengths.

Acknowledgements

This course was created by: Kate Poirier

Recent Discussions

(Webwork) FTC II Problem 13 (Webwork) FTC II Problem 13

Never mind See More(Webwork) FTC II Problem 13 Never mind

(Webwork) FTC II Problem 13 (Webwork) FTC II Problem 13

On problem 13 of FTC Part II (Webwork Question), there's a 'hint' spoiler below the answer box. I have no clue at all what it means by this: [ int_{3x}^{2x} rac{u+3}{u-1} du = int_{0}^{2x} rac{u+3}{u-1} du + int_{3x}^{0} rac{u+3}{u-1} du […] See More(Webwork) FTC II Problem 13 On problem 13 of FTC Part II (Webwork Question), there's a 'hint' spoiler below the answer box. I have no clue at all what it means by this: [ int_{3x}^{2x} rac{u+3}{u-1} du = int_{0}^{2x} rac{u+3}{u-1} du + int_{3x}^{0} rac{u+3}{u-1} du […]

Limit Comparison Test Webwork Homework Limit Comparison Test Webwork Homework

I had this same problem, but then i figured out that WebWork allows you to use the same choice more than once. Another hint which is pretty helpful: If you have ∑ (from n=1 to infinity) 1/(n^2+3) You can t […] See MoreLimit Comparison Test Webwork Homework I had this same problem, but then i figured out that WebWork allows you to use the same choice more than once. Another hint which is pretty helpful: If you have ∑ (from n=1 to infinity) 1/(n^2+3) You can t […]