MAT 132 is the second semester of the two-semester calculus sequence MAT 131/132. Topics covered include integration, differential equations, and infinite series. Knowledge of this subject-matter is essential for those wishing to pursue studies in mathematics, the physical sciences, economics, engineering, or a host of other fields. A good grasp of differentiation is assumed at the outset, as is some familiarity with elementary integration.

• a grade of C or higher in MAT 131, MAT 141, or AMS 151; or else
• a rating of level 7 or better on the Mathematics Placement Examination.

This edition of the text is available at the campus bookstore at a special, reduced price. But aside from the cover and front-matter, the text essentially coincides with the first eight chapters of Stewart's more expensive Calculus: Concepts & Contexts, 3rd edition. Students who can get a good deal on a used copy of the latter book should therefore feel free to avail themselves of their good fortune. By contrast, students hoping to use yet another edition of Stewart should proceed with extreme caution, as the problem sets in different editions often turn out to be slightly different.

The instructional staff is here is to help you learn. If you have complaints about the course, please contact your instructor first. If this does not resolve the matter, you should then contact the Course Coordinator.

There are good reasons for this policy. By not using a calculator, you will

• learn to think, rather than just to push buttons;
• thoroughly internalize the material, and hence retain your knowledge long after the course is over;
• develop a much greater sense of confidence in your mathematical abilities; and
• be guaranteed a higher degree of fairness on the exams, since unfair advantage will not be given to those who buy more powerful machines.

Your textbook includes a pair of CD-ROMs, which interactively illustrate many of the key concepts and offer assistance in solving certain problems. You are free to take advantage of this feature, but not required to do so. New copies of the text also provide individual codes entitling the bearer to on-line tutorial help. Again, use of this feature is entirely optional. Finally, some of you may wish to visit the textbook web-site in order to explore the free electronic resources provided there, even without a code.

• Mathematics is cumulative. Keep up! Read the text and think about the subject before attending the lecture. If you find yourself falling behind, get help right away!
• Mathematics is not a spectator sport. Be sure to do your homework every week. Doing extra problems is the best way to improve your understanding of the subject.

A grade of Incomplete will be granted only if documented circumstances beyond your control prevent you from taking the final exam.

No late homework will be accepted.

DSS advisory. If you have a physical, psychiatric, medical, or learning disability that could adversely affect your ability to carry out assigned course work, we urge you to contact the Disabled Student Services office (DSS), Educational Communications Center (ECC) Building, room 128, (631) 632-6748.  DSS will review your situation and determine, with you, what accommodations are necessary and appropriate. All information and documentation regarding disabilities will be treated as strictly confidential.

Students for whom special evacuation procedures might be necessary in the event of an emergency are encouraged to discuss their needs with both the instructor and with DSS. Important information regarding these issues can also be found at the following web site: