Text: Applied Calculus (Third Edition) by Fraleigh and
Instructor: M. Kulenovic
216 Tyler Hall
Phone: 874-4436 Email: email@example.com
Online information: www.math.uri.edu/courses
Office Hours: MW at 1, F at 11, and by arrangement.
Students who require accommodations and who have documentation from Disability Services (874-2098) should make arrangements with me as soon as possible.
Topics: vectors, matrices, linear systems, linear transformations,
vector spaces, determinants, eigenvalues, eigenvectors.
There are many applications of linear algebra to problems in many areas
of math and science. We will look at applications in order to
motivate the study of linear algebra.
Calculators: The recommended calculator is TI-89 or TI-92. TI-83 and TI-86 could be also used.
Grading: Your grade will be based on three tests, a final exam, and
classwork as follows:
|Three tests at 100 points each||300 points|
|Final exam||150 points|
Tests and the final exam: The tests will be given in the class. A comprehensive final exam will be given during the final exam period. Time and place will be announced later. The exams will reflect the variety of the homework problems. The best way to prepare for the exams, and to develop confidence in your ability to solve problems, is to work on the homework problems as suggested. Your class may be slightly behind or ahead at any given time. Some problems may be done in class or as homework, as your instructor chooses. No makeups for exams will be given unless you have a University sanctioned excuse.
Classwork: The distribution of the 150
points will be decided by your instructor. It will include quizzes and
Makeups: No makeup quizzes will be
given. Instead, your lowest quiz grade will be dropped.
Homework: Homework plays a central role
in the class and in your understanding of the material. It is fair to
that most of the learning that you achieve during any math course is
Read the textbook: An important part of your
mathematical education is acquiring the knack of learning mathematics
on your own, from books. You may not be used to reading
mathematics texts, but you
will be actively encouraged to read this one. By reading the text
class, even if you don’t understand everything the first time, you will
have a better chance of making good use of your time in class.
the text after class is a good way of reinforcing the material in the
nailing down what questions you need to ask in the next class, and
material that was not gone over during class time. The text is
well written, with the beginning linear algebra student in mind. Linear algebra is much easier if you
keep up with the classes and homework. You also retain the
material longer and better if you review material frequently rather
than just studying at exam time.
|Week||Sections||Suggested Homework Problems||Exams/Events|
|9/13||1.3||1-15 (odd) 19-21,27,31,32,45
|1.4||1-15 (odd) 21,23,25,29,41-49|
|9/20||1.5||1-13 (odd) 16-19,21,23, 24,35
||1,3-8, 12, 15
Maple worksheets for Mth
worksheet on matrix exponential and systems of differential equations
on matrix exponential and systems of differential equations
Here are some useful links for linear algebra:
S. Smith's Math 310 Home page
Math Archives - Linear & Matrix Algebra
STAT/MATH Center - Linear Algebra with Maple
Open Directory Project - Linear Algebra
Notes on Linear Algebra
Practice Linear Transformations