AU Math155 Fall2013

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Elementary Mathematical Models (Math 155)

Instructor: Sean Carver, Ph.D., Professorial Lecturer, American University.

Contact:

  • 107 Gray Hall
  • carver@american.edu (doesn't work yet)
  • seancarverphd@gmail.com
  • cell phone (for emergencies): 202-375-1797 Don't call after 8 pm.

Tentative Syllabus. May be revised as the semester progresses.

WEEK DATE TOPIC READING
1 Aug 27 - Sep 2 Sequences and Difference Equations Ch 1 & 2
2 Sep 3 - Sep 9 Arithmetic Growth Ch 3
3 Sep 10 - Sep 16 Linear Graphs, Functions and Equations Ch 4
4 Sep 17 - Sep 23 Quadratic Growth Models Ch 5
5 Sep 24 - Sep 30 Exam: Sep 27 Review
6 Oct 1 - Oct 7 Quadratic Graphs, Functions, and Equations Ch 6
7 Oct 8 - Oct 14 Polynomial and Rational Functions

Oct 11: Fall break

Ch 7
8 Oct 15 - Oct 21 Geometric Growth Ch 9
9 Oct 22 - Oct 28 Exponential Functions Ch 10
10 Oct 29 - Nov 4 Exam: Nov 1 Review
11 Nov 5 - Nov 11 Geometric Sums and Mixed Model Ch 12
12 Nov 12 - Nov 18 Logistic Growth Ch 13
13 Nov 19 - Nov 25 Chaos in Logistic Models Ch 14
14 Nov 26 - Dec 2 Review for Final

Nov 27 - Dec 1: Thanksgiving Break

Review
15 Dec 3 & 4 Review for Final

Dec 4: Last day of class

Review
16 Tues, Dec 10 Final

Homework: Due Tuesdays either during class or in my mailbox in Gray Hall by close of business (5 pm).

Late Homework Policy: Accepted up to 24 hours late for 20% penalty. Not accepted after that. Exceptions will be made if arranged before the due date and you have a compelling reason.

Student responsibility vis-a-via attendance and homework: The following link was shared by Jeff Adler, who taught this class in the past: http://www1.american.edu/faculty/jadler/responsibility.html

Grading I will make an attempt to grade homework and exams in a way that is consistent, to the extent possible, with the way other professors have graded this class, both this term and in the past. The only specific information I have so far is Jeff's link (also listed above): http://www1.american.edu/faculty/jadler/responsibility.html Hopefully our class will work harder and more responsibly than his, and that will be reflected in the grades.

Academic Integrity. To the extent that grades are based on a curve, cheating to get a better grade on an assignment or exam can result in lowering the grades of some of your classmates. This is not acceptable and cheating will not be tolerated. Cheating will be handled as required by American University.

Office Hours