# Calculus II

### Spring 2018

Dmitriy Leykekhman

dmitriy.leykekhman@uconn.edu

Office: ACD 114A
Phone
: (860) 405-9294

Office Hours
: TuTh 9:30 - 10:30am. and by appointment
Open Door Policy: You are welcome to drop by to discuss any aspect of the course, anytime, on the days I am on campus-- Tuesday, Thursday, and Friday.

General Information:

MATH 1132 covers material from 6-11 chapters of the textbook. The main topics are: application and techniques of integration, sequences and series, improper integrals . The pace of the course is very very rapid. It is important that you attend every class.

Class Meeting Times/Place: Tuesday, Thursday 11:00am. - 12:40 p.m. Classroom  ACD 106.

All classes start in ACD 106.

Textbooks:                          Required:

Textbook Information: EITHER Calculus: Early Transcendentals (this includes Multivariable Calculus), 8th Edition, by James Stewart OR Single Variable Calculus: Early Transcendentals, 8th Edition, by James Stewart: with WebAssign Access Code.

Homework Policy:

The homework for Math 1132 is assigned online using the WebAssign online homework system. The total weight of the homework grades is 50 point of the total 500 course points.

QUIZ:

I intend to give at the beginning of each class a quiz. Each quiz is worth 10 points and only best 10 will count toward the total of 100 points.

Exam Schedule:                   Exam 1:  Thursday, February 8 ,              11:00a.m. - 12:40p.m.,  Room: ACD 106

Exam 2:  Thursday, March 21 ,              11:00a.m. - 12:40p.m.,  Room: ACD 106
Final Exam: Tuesday, May 1,                  11:00a.m. - 1:00 p.m.,  Room: ACD 106

Grading Policy:                        Homework: 50, QUIZ: 100, Exam 1: 100, Exam 2: 100, Final Exam: 150.

Weather Cancellation:                           Media sites for Avery Point campus weather cancellation information.

 Date Chapter Topic Homework Week 1 Tues. 1/16 6.1 Review of Calculus 1. Area between curves. Ch. 6.1 Thur. 1/18 6.2 Volumes. Ch. 6.2 Week 2 Tues. 1/23 7.1 7.2 Intergation by parts. Trigonometric integrals. Ch. 7.1 Ch. 7.2 Thur. 1/25 7.3 Trigonometric substitutions. Ch. 7.3 Week 3 Tues. 1/30 Snow Day! Thur. 2/1 7.7 Partial fractions. Ch. 7.7 Week 4 Tues. 2/6 7.8 Improper integrals. Ch. 7.8 Thur. 2/8 Review. Practice Exam 1 Practice Exam 1. Solutions Week 5 Tues. 2/13 Exam 1 Thur. 2/15 11.1 Sequences. Ch. 11.1 Week 6 Tues. 2/20 11.2 Series. Ch. 11.2 Ch. 11.4 Thur. 2/22 11.3 11.4 Integral test. Comparison Test. Ch. 11.3 Week 7 Tues. 2/27 11.5 Alternating series. Ch. 11.5 Thur. 3/1 11.6 Absolute convergence. Ch. 11.6 Week 8 Tues. 3/6 11.8 Power Series. Ch. 11.8 Thur. 3/8 11.9 Representation of Functions as Power Series. Ch. 11.9 Week 9 Tues. 3/13 Spring recess Thur. 3/15 Spring recess Week 10 Tues. 3/20 Review. Practice Exam 2 Practice Exam 2. Solutions Thur. 3/22 Review. Practice Exam 2 Practice Exam 2. Solutions Week 11 Tues. 3/27 Exam 2 Thur. 3/29 11.10 Exam reviewTaylor and Maclaurin Series. Ch. 11.10 Week 12 Tues. 4/3 11.10 Taylor and Maclaurin Series. Ch. 11.10 Week 12 Thur. 4/5 11.11 Applications of Taylor Polynomials. Ch. 11.11 Week 13 Tues. 4/10 10.1 Curves Defined by Parametric Equations. Ch. 10.1 Thur. 4/12 10.2 Calculus with Parametric Curves. Ch. 10.2 Week 14 Tues. 4/17 10.3 Polar Coordinates. Ch. 10.3 Thur. 4/19 10.4 Areas and Lengths in Polar Coordinates. Ch. 10.4 Week 15 Tues. 4/24 9.1, 9.2 Modeling with Differential Equations.Direction fields and Euler's method. Ch. 9.1 and 9.2 Thur. 4/26 Review. Practice Final Exam 1 Practice Final Exam 1. Solutions Practice Final Exam 2 Practice Final Exam 2. Solutions Week 16 Tues. 5/1 Final Exam, 10:30 a.m.-12:30 p.m.