Math 240 Home

Math 240: Elementary Differential Equations             Fall 2003

Syllabus

In everything we see, we observe change: in the growth of a population, in the positions of the stars and the planets, in the motion of a mass attached to a spring. You have learned how to mathematically express change in your calculus courses. Taking the limit of the ratio of the change in one quantity to the change in another yields an instantaneous rate of change, or derivative. So if we wish to mathematically describe real-world phenomena that involves change, we are naturally led to equations that include one or more derivatives.  Such equations are called differential equations, and by analyzing them, one can gain very useful insights into the situation modeled.

In this class, we will focus on analyzing differential equations and the interpretation of our analysis. We will approach  problems in several different ways, including algebraically, graphically, and numerically.  While some of your assignments will require you to solve a given problem using a particular technique, others will require you to explain ideas, make arguments, and interpret answers.  In all your assignments,  both the correctness and clarity of your exposition (including grammer and spelling) will count.

Mikil Foss

Office:     46C Cardwell Hall
Office
Hours
:

M W, 2:30-3:30
T Th, 12:30-1:30
Phone:
532-0568
Email:
foss@math.ksu.edu
Web:
www.math.ksu.edu/math240
Text:
Elementary Differential Equations: A Geometric Approach, Andrew G. Bennett (available at the Union and Varney's)

I will try to announce any cancellations of office hours during class.

Course Procedures

The class is structured with two large lectures a week where new material will be introduced and old material summarized, one computer lab where you can experiment with different mathematical situations with a partner, and one recitation where you can get help on the homework and other topics in the course.

Preparation: The sections to be covered in class will be posted on the class web page and updated throughout the semester. For extra credit, you may prepare a 4" x 6" note card about the section to be turned in at the beginning of the lecture (don't be late). The specific instructions for preparing the cards will vary somewhat over the course of the semester and will be announced in lecture.

Homework: Written homework will be assigned weekly and is due in the homework box by 5:00pm on the due date. Homework assignments will be announced weekly in class and posted on the class web page. Late assignments and assignments submitted to a wrong box may not be accepted. There will also be regular online homework assignments posted on the class web page. These assignments will be computer graded with immediate feedback. The problems are randomly generated for each student, and you may try an assignment as many times as you want before midnight of the due date. You will receive the highest score from all your attempts on each assignment.

Labs: The course has a weekly computer lab. The assignments will be posted on the class web page and the labs can be accessed from the class web page as well. You will need to attend the lab session to get specific instructions and help on carrying out the labs. You can continue to work on the labs from any computer with a web browser (that supports Java) to finish your work, or to review material while writing up your lab report or while preparing for an exam. Written lab reports will be turned into the lab box by 5:00pm on the due date. Please be careful to turn homework into the homework box and labs into the lab box; different graders pick up the different types of assignments.

Extra Credit: In addition to extra credit for preparing note cards, there will also be a number of extra credit assignments during the term. These assignments will give you a chance to show how well you can do on more involved problems given a week's time. Extra credit assignments will be posted on the class web site and announced in class.

Exams: The exams for this course will be from 7:30-9:00 on the following Tuesdays: September 23, October 21, and November 18. Rooms for the exams will be announced later. Exams may include material from lectures, homework, and labs. The final exam will be comprehensive and will run from 11:50-1:40 on December 16, in CW 101. Exams will be closed book, but you will be permitted one 8.5" x 11" sheet of handwritten notes. You will also be permitted a calculator (without a QWERTY keyboard). Please let me know as soon as possible (preferably in advance) if you must miss an examination. After each exam is graded, a scale will be posted listing the minimum A, B, C, and D scores on that exam.

Assessment: Grades will be computed mechanically. We will scale written homework, online homework and lab scores to 60 points each. Exams will be worth 80 points and the final will be worth 120 points. Note cards will be scaled to 10 points and extra credit will be worth between 40 and 50 points (depending on the number of assignments). We will then total your scores. We will also total the minimum A on the homeworks, labs, exams, and final. Observe that the minimum A score doesn't include the note cards or extra credit assignments - those are extra credit that add to your score without changing the cutoffs. If your score is greater or equal to the minimum A score, you've earned an A. If your score is one point below the minimum A score, you've earned a B (and you should have done some extra credit). Students who have 420 points or more before the final (which is possible if you earn sufficient extra credit) will be excused from the final with an A for the course. If you are excused from the final, you will receive written notification, signed by your recitation teacher. If you don't have a signed note, you aren't excused from the final.

Portfolio: It is your responsibility to maintain a complete portfolio of graded assignments, lab reports, extra credit, and exams.  You should collect your graded work during the class period in which it is returned; your instructors are not required to safeguard your uncollected work.  In addition, whenever the need arises, your portfolio of graded work will be used to verify, update, or correct your records for the course.  If your collection of graded work is incomplete, then this will have a negative impact on your final grade.

Boilerplate

Plagiarism and cheating are serious offenses and may be punished by failure on the exam, paper, or project, failure in the course, and/or expulsion from the University. For more information refer to appendix F in the faculty handbook.

I do not include the usual announcement about the honor code because I feel it is inappropriate. In this class you are allowed and even expected to work together unless otherwise informed. I will have you sign the honor pledge on any work where you are not to work together.

If you have any condition, such as a physical or learning disability, which will make it difficult for you to carry out the work as I have outlined it or which will require academic accommodations, please notify me in the first two weeks of the course.

Aknowledgement

Much of the organization for this course is based on my past experience with Professor Bennett's coordination of this course.  The applets for the labs and the online assignments were developed by Professor Bennett, and I appreciate his permision to use them.


Please report any problems with this page to foss@math.ksu.edu