Calculus II

MATH 2153

Time and Place:
Section 003: MWF 9:30-10:20am in LSE 215
Section 007: MWF 10:30-11:20am in HSCI 236
Section 009: MWF 11:30am-12:20pm in CLB 202
Professor: Igor E. Pritsker
Office: MSCS 519C
Office Hours: MWF 1:30-2:30pm
Office Phone: 744-8220
E-mail: igor@math.okstate.edu
Web: http://www.math.okstate.edu/~igor/math2153/math2153_fall2012.html
Textbook: Calculus (Early Transcendentals) by J. Stewart, 6th ed. (customized for OSU)

Grading: We have three semester tests and the Final Exam. The break up of your course grade is as follows:

Tests 1-3 60% (20% each)

Homework 15%

Final Exam 25%

Your grade will be determined according to the scale

A 90-100

B 80-89

C 70-79

D 60-69

F 59 and lower

Note that the above numbers are percentages of the highest possible score in the course.

Attendance is mandatory in this class.

Homework will be given online via WebAssign system. You must complete each homework assignment and submit it before the due date. Please enroll into your WebAssign section using the following Class Keys.
Section 003 key: okstate 3228 5806
Section 007 key: okstate 6810 1060
Section 009 key: okstate 5479 8460

WebAssign page
WebAssign guides and tutorials

MLSC stands for the Mathematics Learning Success Center located on the 4th floor of classroom building, and on the first floor of the library. You can receive invaluable tutoring help at MLSC.

Recommended Learning Method:

Before we begin any section, read it in the textbook. Keep a list of questions you encounter while studying.
When we cover this material in class, ask me any prepared or unprepared question and resolve any difficulty you might have had.
Start working on the assigned homework immediately after we covered the necessary topics. It is helpful to read the text again before doing your homework, and in case you have difficulties with a problem.
Write down a detailed solution of every problem. Use tutorial assistance at MLSC and/or come to my office hours if needed.

Missed work policy: A student shall be offered reasonable accommodation in the event that he or she misses a major assessment activity for a valid and documented reason. Examples of such reasons for making up exams are serious illness, family death, etc. Contact me immediately if you need to arrange for a make-up, and provide appropriate documentation.

Calculator: A graphing calculator is not required, but may be used at your preference. You can check out TI-83 or TI-83 Plus from the Department of Mathematics (MSCS 401) free of charge. However, no calculator is allowed on examinations.

University Syllabus Attachment: Contains drop deadlines and procedures, as well as many other important dates and university policies.

Tentative Schedule
Week Date Sec Page Topic

1 M, Aug 20 7.1 453 Integration by Parts

W, Aug 22 7.1-2 453, 460 Integration by Parts and Trigonometric Integrals

F, Aug 24 7.2 460 Trigonometric Integrals

2 M, Aug 27 7.3 467 Trigonometric Substitution

W, Aug 29 7.3 467 Trigonometric Substitution

F, Aug 31 7.4 473 Integration of Rational Functions by Partial Fractions

3 M, Sep 3 Labor Day

W, Sep 5 7.4 473 Integration of Rational Functions by Partial Fractions

F, Sep 7 7.5 483 Strategy for Integration

4 M, Sep 10 7.8 508 Improper Integrals

W, Sep 12 7.8 508 Improper Integrals

F, Sep 14 8.1 525 Arc Length

5 M, Sep 17 8.2 532 Area of a Surface of Revolution

W, Sep 19 8.3 539 Applications to Physics and Engineering

F, Sep 21 Review

6 M, Sep 24 Test 1 (7.1-7.5, 7.8, 8.1-8.3)

W, Sep 26 11.1 675 Sequences

F, Sep 28 11.1-2 675, 687 Sequences and Series

7 M, Oct 1 11.2 687 Series

W, Oct 3 11.3 697 The Integral Test and Estimates of Sums

F, Oct 5 Fall Break

8 M, Oct 8 11.3 697 The Integral Test and Estimates of Sums

W, Oct 10 11.4 705 The Comparison Tests

F, Oct 12 11.4-5 705, 710 The Comparison Tests and Alternating Series

9 M, Oct 15 11.5 710 Alternating Series

W, Oct 17 11.6 714 Absolute Convergence and the Ratio and Root Tests

F, Oct 19 11.6 714 Absolute Convergence and the Ratio and Root Tests

10 M, Oct 22 11.7 721 Strategy for Testing Series

W, Oct 24 Review

F, Oct 26 Test 2 (11.1-11.7)

11 M, Oct 29 11.8 723 Power Series

W, Oct 31 11.8 723 Power Series

F, Nov 2 11.9 728 Representation of Functions as Power Series

12 M, Nov 5 11.10 734 Taylor and Maclaurin Series

W, Nov 7 11.10 734 Taylor and Maclaurin Series

F, Nov 9 10.1 621 Curves Defined by Parametric Equations

13 M, Nov 12 10.2 630 Calculus with Parametric Curves

W, Nov 14 10.2 630 Calculus with Parametric Curves

F, Nov 16 10.3 639 Polar Coordinates

14 M, Nov 19 10.3 639 Polar Coordinates

W, Nov 21 Thanksgiving Holidays

F, Nov 23 Thanksgiving Holidays

15 M, Nov 26 Review

W, Nov 28 Test 3 (11.8-11.10, 10.1-10.3)

F, Nov 30 10.4 650 Areas and Lengths in Polar Coordinates

16 M, Dec 3 10.4 650 Areas and Lengths in Polar Coordinates

W, Dec 5 Final Review

F, Dec 7 Final Review

17 Final Exams

Section 003: Dec 12, 8-10am, in LSE 215

Section 007: Dec 14, 10am-12pm, in HSCI 236

Section 009: Dec 10, 10am-12pm, in CLB 202

Week	Date	Sec	Page	Topic
1	M, Aug 20	7.1	453	Integration by Parts
	W, Aug 22	7.1-2	453, 460	Integration by Parts and Trigonometric Integrals
	F, Aug 24	7.2	460	Trigonometric Integrals
2	M, Aug 27	7.3	467	Trigonometric Substitution
	W, Aug 29	7.3	467	Trigonometric Substitution
	F, Aug 31	7.4	473	Integration of Rational Functions by Partial Fractions
3	M, Sep 3	Labor Day
	W, Sep 5	7.4	473	Integration of Rational Functions by Partial Fractions
	F, Sep 7	7.5	483	Strategy for Integration
4	M, Sep 10	7.8	508	Improper Integrals
	W, Sep 12	7.8	508	Improper Integrals
	F, Sep 14	8.1	525	Arc Length
5	M, Sep 17	8.2	532	Area of a Surface of Revolution
	W, Sep 19	8.3	539	Applications to Physics and Engineering
	F, Sep 21	Review
6	M, Sep 24	Test 1 (7.1-7.5, 7.8, 8.1-8.3)
	W, Sep 26	11.1	675	Sequences
	F, Sep 28	11.1-2	675, 687	Sequences and Series
7	M, Oct 1	11.2	687	Series
	W, Oct 3	11.3	697	The Integral Test and Estimates of Sums
	F, Oct 5	Fall Break
8	M, Oct 8	11.3	697	The Integral Test and Estimates of Sums
	W, Oct 10	11.4	705	The Comparison Tests
	F, Oct 12	11.4-5	705, 710	The Comparison Tests and Alternating Series
9	M, Oct 15	11.5	710	Alternating Series
	W, Oct 17	11.6	714	Absolute Convergence and the Ratio and Root Tests
	F, Oct 19	11.6	714	Absolute Convergence and the Ratio and Root Tests
10	M, Oct 22	11.7	721	Strategy for Testing Series
	W, Oct 24	Review
	F, Oct 26	Test 2 (11.1-11.7)
11	M, Oct 29	11.8	723	Power Series
	W, Oct 31	11.8	723	Power Series
	F, Nov 2	11.9	728	Representation of Functions as Power Series
12	M, Nov 5	11.10	734	Taylor and Maclaurin Series
	W, Nov 7	11.10	734	Taylor and Maclaurin Series
	F, Nov 9	10.1	621	Curves Defined by Parametric Equations
13	M, Nov 12	10.2	630	Calculus with Parametric Curves
	W, Nov 14	10.2	630	Calculus with Parametric Curves
	F, Nov 16	10.3	639	Polar Coordinates
14	M, Nov 19	10.3	639	Polar Coordinates
	W, Nov 21	Thanksgiving Holidays
	F, Nov 23	Thanksgiving Holidays
15	M, Nov 26	Review
	W, Nov 28	Test 3 (11.8-11.10, 10.1-10.3)
	F, Nov 30	10.4	650	Areas and Lengths in Polar Coordinates
16	M, Dec 3	10.4	650	Areas and Lengths in Polar Coordinates
	W, Dec 5	Final Review
	F, Dec 7	Final Review
17	Final Exams
	Section 003: Dec 12, 8-10am, in LSE 215
	Section 007: Dec 14, 10am-12pm, in HSCI 236
	Section 009: Dec 10, 10am-12pm, in CLB 202