MATH 46, Introduction to ordinary differential equations, Spring 06.
Lecture: MWF 11:10-12pm at SPR 2339
Instructor: Marta Asaeda
Office: Serge 239
Phone: 951-827-7384
E-mail: marta_at_math.ucr.edu
Office hours: MW 2:10-3pm, or by appointment.
Course webpage: http://www.math.ucr.edu/~marta/math46, iLearn. It is
recommended that you check announcement at iLearn often, especially
around exam time.
Discussion:
sec011 Thursday
8:40am-9:30am WAT 2141
sec012:
Thursday 9:40am-10:30am STAT B650
TA: Thao-Nhi Luu
Office: Surge 262
E-mail: thaonhi_at_math.ucr.edu
Office hours: M 9-10am, Thurs: 7:10-8pm or by appointment.
Textbook: Elementary Differential Equations,
W. Trench, published by Brooks/Cole (2000).
Quizzes: roughly every
other week. 15min toward the end of the class.
Homework: posted after each
lecture, collected every Friday, unless otherwise is specified at some
special circumstance.
Exams: There will be a midterm
exam around 5th week. The date will be
announced 2 weeks in advance. It will be during the regular class hour
in the same room. The final
exam will be on Thursday, 06/15/2006
11:30A-2:30P at our regular classroom. No make up exams.
An extra date for the exams can be
granted only in the event of a documented medical situation or family
emergency, the observance of a religious holiday. Timely contact the
instructor. You should bring your UCR identification card to
each exam.
All the exams are closed
notes and books, no
calculators allowed.
Grading: The final grade is
determined by
50% of the final exam
30% of the midterm exam
20% of quizzes and homework, or of 70% of the final exam, whichever is
higher. (i.e. suppose you got 100% on final, and you got only 50% of
quizzes+homework, then the portion you get will be 20x0.7=14%. If you
do perfect on quizzes+homework, you will get 20%.)
Points for each homework, quiz, and exam will be posted on iLearn as
soon as it is graded. It is your responsibility to check it frequently
and let me or Thao-Nhi know if there is anything wrong (such as missing
grade even though you submitted homework, etc) as soon as possible. Do
not wait till the term grade is given: it gets more complicated.
Materials to be covered:
- Introduction, first order equations (1.1 - 1.3, 2.1 -
2.6);
- Applications of first order equations (3.1 - 3.2, 4.1 -
4.3);
- Second order linear equations (5.1 - 5.7):
- Applications of second order linear equations (6.1 - 6.3);
- Laplace transforms (8.1 - 8.3, 8.6).