Office Rm. Blocker 614A, Telephone (979)862-3257
E-mail: kuchment AT math.tamu.edu, Home Page: /~kuchment
Section: 200 (honors)
Time: TR 11:10am -12:25pm
Room: BLOC 122
Textbook:
(required, ebook included in course fee) Elementary Differential Equations
(Custom Texas A&M Edition), by Boyce and DiPrima, Wiley, ISBN
978-1-118-13371-2.
Each student enrolled in MATH 308 has purchased access to the Wiley e-Text for the course
and will receive an email from Barnes & Noble at Texas A&M
e-Text redemption codes will be emailed to student's
Office hours: Tuesdays and Thursdays 9:30 -10:30 am. Additional office hours can be arranged by appointment.
Differential equations form a beautiful and probably the most often applied area of mathematics. They arise in practically all studies involving dynamics. As such, they are either the basis or a crucial part of most human engineering endeavors and scientific studies, from computing planetary and satellite motions, to electromagnetics, to epidemiology, to gas and fluid dynamics, to radio-carbon dating in geology and archeology. The Math308 class will be devoted to the so called Ordinary Differential Equations (ODEs) that deal with functions of one variable, versus more complex and also extremely important PDEs (partial differential equations). PDEs, which arise for instance while studying heat conduction, vibrations, fluid dynamics, electromagnetics, and many other areas, will be treated in other classes.
To provide students with quantitative and problem-solving skills using differential equations. At the conclusion of this course, students should be able to:
The prerequisite for this class is Math 251 or equivalent and eligibility for a honors class. Students are expected to know arithmetic, college algebra, differentiation, and integration. Mistakes in basic mathematics might incur a significant loss of points. Some experience with Matlab would be helpful, albeit it will be very easy to learn what is needed from scratch.
Two in-class exams, 100 points each. One take-home exam, 50
points. Home assignments and/or quizzes (including unannounced
quizzes), 5 to 20 points each. Final exam, 150 points. It is
recommended that besides solving home assignments, you look at other
problems in the textbook and consult with the instructor if you have
any difficulties. You can find some suggested problems
here,
although it is a good idea to at least browse through other problems
as well. In this honors class, some sections will be left to the
students to study on their own, with related problems included into
homeworks, quizzes, and tests.
Home assignments are due Thursday the week after the one when
they were assigned.
It is advised that besides doing homework, students try to solve other problems after the sections studied and check their solutions against the answers provided at the end of the textbook. In case of any difficulties contact the instructor.
Weeks |
Chapters/sections |
Home assignments |
Tests and quizzes (dates are somewhat flexible and will be confirmed closer to a test). |
1, Jan 19, 21 |
Ch 1. |
Assignment #1. Due January 28th (at the beginning of the class). |
Quiz #1 (classification of differential equations). January 28th. |
2-3.5 |
Ch. 2 + Sect. 8.1, 8.2 |
Assignment #2, Due February 4th. Assignment #3, Due February 18th |
Exam #1 (ODEs of 1st order). February 16th. |
4 - 6 |
Ch. 3 |
Assignments #4, #5, #6 |
Exam #2 (2nd order ODEs) |
7 - 9 |
Ch. 7 |
Assignments #7 - 9 |
Take home Exam on 1st order Systems and Laplace transform. |
10 - 11 |
Ch. 6 |
|
|
12 - 13 |
Ch. 9, 5 |
|
|
|
|
Office hours before the final exam (in Blocker 614A): To Be Announced. |
Final exam: May 5th, Thursday. 3:00 – 5:00 p.m. |
GRADING POLICY
Percentage of points |
Grade |
---|---|
90% and higher |
A |
80% and higher |
B |
70% and higher |
C |
60% and higher |
D |
Less than 60% |
F |
Make-ups for missed quizzes, home assignments and exams will only be allowed for a university approved excuse in writing. Wherever possible, students should inform the instructor before an exam or quiz is missed. Consistent with University Student Rules , students are required to notify an instructor by the end of the next working day after missing an exam or quiz. If there are confirmed circumstances that do not allow this (a written confirmation is required), the student has two working days to notify the instructor. Otherwise, they forfeit their rights to a make-up.
Late work will not be accepted, unless there is an university approved excuse in writing. In the latter case student has a week to submit the work.
Sometimes the instructor might make a mistake grading your work. If you feel that this has happened, you have one week since the graded work was handed back to you to talk to the instructor. If a mistake is confirmed, the grade will be changed. No complaints after that deadline will be considered.
The Americans with Disabilities Act (ADA) is a federal anti-discrimination statute that provides comprehensive civil rights protection for persons with disabilities. Among other things, this legislation requires that all students with disabilities be guaranteed a learning environment that provides for reasonable accommodation of their disabilities. If you believe you have a disability requiring an accommodation, please contact Disability Services, currently located in the Disability Services building at the Student Services at White Creek complex on west campus or call 979-845-1637. For additional information, visit http://disability.tamu.edu.
All printed materials disseminated in class or on the web are protected by Copyright laws. One xerox copy (or download from the web) is allowed for personal use. Multiple copies or sale of any of these materials is strictly prohibited.
Copying work done by others, either in class or out of class,
looking on other studentメs
papers during exams or quizzes, having possession of unapproved
information in your calculator/computer/phone, etc., and/or having
someone else do your work for you are all acts of scholastic
dishonesty. These acts, and other acts that can be classified as
scholastic dishonesty, will be prosecuted to the full extent allowed
by University policy. In this class, collaboration on graded
assignments, either in class or out of class, is forbidden unless
permission to do so is granted by the instructor. For more
information on university policy regarding scholastic dishonesty, see
University Student Rules at
http://studentrules.tamu.edu/.
"An Aggie does not lie,
cheat, steal, or tolerate those who do." Visit
http://www.tamu.edu/aggiehonor and follow the rules of the
Aggie
Honor Code.