Topics in Mathematics
Fall 2008 section 0201
Monday 4:00--6:45 pm Providence
The University of Rhode Island
Instructor:  Dr. Glenn Faubert
Office:  Tyler 100 (Kingston Campus)
Office hours: Tues 10-12, Thur 2-4

Course Description and Expectations:
    This course will focus on concepts and processes of modern mathematics concerned with voting, apportionment, routing, scheduling, and a special unit on symmetry and patterns. MTH108 satisfies the university's General Education requirements in Mathematical and Quantitative ReasoningIt is not intended for students going further in mathematics.
     You should be prepared to spend an average of six hours each week outside of lecture on this class. You are expected to arrive at every lecture on time and to hand in all assignments on time. While in class you should be respectful of the instructor and your classmates at all times. Cell phone interuptions are discourteous and constitute a disruption. They are to be kept on silent and out of sight during class. This is a college math class so most of you will have to work hard to keep up. Hard work involves spending hours outside of class hammering away at the exercises. If you cannot do the exercises, then you cannot pass the exams. It is while doing the exercises that most of your learning will happen. Realistically, it is understood that few people who take MTH108 do so for their pure love of mathematics. This class is a requirement outside of the intended major. Still, a positive attitude can only help the learning experience for everyone. Come to class each day with your notebook, pen, calculator, text, an open mind, and well rested body and you just might get a peek at what many people find so intriguing about mathematics.

Students are expected to have a basic calculator and to be familiar with its use. Calculators will be allowed on exams. Calculator sharing will not be allowed during exams.

The text for the course is:  Excursions in Modern Mathematics, sixth edition, by Peter Tannenbaum. Pearson Prentice Hall. 2007. ISBN 0-13-231913-6

Students who require special accommodations and who have documentation from Disability Services (874-2098) should make arrangements with course instructor as soon as possible.