|
Sean Raleigh Adjunct Professor of Mathematics, Miramar College |
||||||||||||||||||||||||||||
|
Syllabus for Mathematics 245, Discrete Mathematics Instructor: Sean Raleigh (please call me Sean) E-mail: sraleigh@sdccd.net Office: I have no office on campus so I won’t have office hours. I promise to devote lots of class time to going over homework questions so that you won’t need additional hours from me. Also, I encourage you to form study groups to work problems and prepare for tests. Time: MW 5:00 p.m.–6:20 p.m. Location: T404 Required Text: Discrete Mathematics, Johnsonbaugh, Sixth Edition. Optional Text: Practice Problems in
Discrete Mathematics, Obrenic. Discrete Mathematics Workbook, Bush. Topics covered: Basically we will cover chapters 1 through 8, but we'll skip several sections along the way. You are not responsible for material in sections we skip. Homework: Homework is due on Mondays unless
otherwise indicated. We will plan to spend the first part of
Mondays’
lectures working homework problems from the assignment.
Student Projects: At the end of the semester, you will turn in a project which will consist of a five- to ten-page report. You will also have a 30- to 40-minute presentation to present the results of your investigation to the class. You will choose a topic fairly early in the semester and I will approve all such choices. Possible topics include anything relating to discrete math or anything that requires understanding proofs. Ideally, topics will relate to your major or field of interest. A good place to look might be sections in the book we won't be covering in the course. Also, I can suggest other topics and references. Tests: There will be two quizzes, a
midterm, and a final. The quizzes will be short and will cover the material
immediately
preceding them, but the midterm and final will include questions that rely on, incorporate, or
review past material.
Grading: The grade distribution is as follows:
Your letter grade will initially be based on the following scale:
I say “initially” because I always curve the final grades. However, this won’t be a strict bell curve where the majority of the class earns a C with a few A’s and a few F’s. The ultimate grade distribution will be based on a B- average with no quotas for any individual letter grade. Also, you are guaranteed to earn at least the grade indicated on the above scale. So, for example, suppose you get 85% in the class, but the class average is 90%. You will still earn a B in the class and a large percentage of the class will be in the A range. Academic Honesty: Cheating will not be tolerated. This includes but is not limited to copying homework, using unauthorized materials in tests, looking at someone else’s paper during a test, collaborating with another person during the test, and other similar activities. You are all adults and you know what constitutes cheating; therefore, I will never accept an excuse of “I didn’t know.” If there’s any question as to what constitutes cheating, please ask before it becomes a problem. I reserve the right to assess a penalty for cheating as the severity demands. The minimum penalty will be a zero on that particular test or assignment. More likely, though, is that you will receive an F in the class. You will also be reported to the dean for any violation. Having said that, I encourage you to work together on the homework problems (this is not the same thing as copying another’s completed homework) and study together for tests, excepting, of course, the take-home final. Attendance: Attendance is required. I reserve the right to drop anyone from the class for excessive absences. Anyone who does not come at all in the first two weeks of class will be dropped. Changes to the syllabus: I reserve the right to change the syllabus as circumstances necessitate, but no new policy will be enforceable until after you have been notified in class. Last modified: 01/22/05 |