|
Math 341 |
Elementary Linear
Algebra |
Fall 2009
|
|
CRN 13714 |
***Preliminary
Version*** |
Prof.
M. Vitulli |
|
Office: 310 Fenton Hall |
Phone: 541-346-5633 |
|
E-mail: vitulli@uoregon.edu |
Text:
Linear Algebra and Its Applications, Third Edition, by
David C. Lay. I urge you to
familiarize yourself with the website for the text:
http://www.laylinalgebra.com/free_site/index.html.
Beware
that if you buy the Updated 2nd Edition of the text, the exercises
won't match up with the exercises found in the 3rd edition.
Lectures: Monday, Wednesday, and Friday at
10:00–10:50 a.m. in Deady 106
Prerequisites/Course Content: The prerequisite for this course is
Math 253 or the instructor's consent.
Unless you have spoken with me privately, I will assume you have had a
year sequence of calculus at the university level. In Math 341-342 we study the following topics: systems of
linear equations; vector and matrix algebra; vector spaces; linear
combinations; linear independence and dimension; linear functions (a.k.a.
linear transformations); rank and nullity; and determinants. We will also cover
many applications of these topics.
Expectations: I expect that you will
attend lectures and actively participate. You must read the text book with a pencil and paper
nearby and figure out the answers to the questions posed in the text as well as
convince yourself of the veracity of the author's assertions. You must learn
the definitions so well that you can repeat them virtually verbatim.
Mathematics courses are like language courses: you must prepare between class
meetings to avoid falling behind.
I expect you to work on the homework problems as we cover the material
in class.
Office Hours/Contact Info: My office is 310 Fenton Hall and my
campus phone number is 541–346–5633. My office hours tentatively are:
|
Mon. |
2:00
–3:00 |
Tues. |
2:00
– 3:00 |
Weds. |
2:00
– 3:00 |
You can reach me by e-mail at vitulli@math.uoregon.edu. You should check the web site for this http://blackboard.uoregon.edu/ information on exams,
office hours, etcetera.
Exams/Homework: I
will assign homework problems each week; check the course website on Blackboard
for updates. It is essential that you do the homework. You can work with others
but you must write up the solutions yourself. I will drop the lowest homework
score. Late homework will not be accepted. There will be 2 in-class exams and a
final exam; see Important Dates below for the tentative schedule. Make-ups for
the exams will be given only if you have my PRIOR CONSENT
and the circumstances are extraordinary. On the exams many of the problems will
be based on the homework problems.
When writing explanations, make sure you write complete sentences that
follow the usual rules of grammar.
Course Grade: I
will tentatively determine your course grade by the following weights:
|
Homework |
20% |
Exam
1 |
25% |
Exam
2 |
25% |
Final |
30% |
Technology: I expect you to be able to carry out
matrix calculations by hand so as to gain a solid understanding of what these
calculations entail. You may use
technology (graphing calculators, Mathematica, etc.) on your homework problems
unless you are explicitly told not to.
You will be allowed to use
graphing calculators on your quizzes and exams, but you will have to show all
intermediate steps for credit.
Texas Instruments and Hewlett Packard have copies of their manuals on
the Web at the addresses below.
TI
Website for Graphing Calculators http://education.ti.com/educationportal
HP
Website for Graphing Calculators http://h20180.www2.hp.com/apps/
Important Dates
|
October
5 (M) |
Last
day to drop without a grade of ÒWÓ |
|
October
7 (W) |
Last
day to: add, change from credit to audit or audit to credit |
|
October
23 (F) |
Exam
1 |
|
November
15 (Su) |
Last
day to: drop with a grade of ÒWÓ recorded, change grade options or variable
credits |
|
November
20 (F) |
Exam
2 |
|
November
26 – 27 |
Thanksgiving
Holiday, no classes |
|
December
8 (U) |
Math
341 Final at 10:15 a.m. |
Classroom
Behavior:
Academic
Dishonesty: The university has
detailed guidelines covering various forms of academic dishonesty including
plagiarism, fabrication, cheating, and academic misconduct. This information can be online at
academic-dishonesty.html. You may work with fellow students on your
homework assignments but I expect that what you turn in or complete online is
your own work in your own words. I expect that you wonÕt consult anyone elseÕs
paper on exams. I will hold you responsible for academic dishonesty if you donÕt follow my and university
guidelines.