Syllabus — MAT
310 / MTE 585 — Geometry
Fall 2005 — TuTh
Instructor: Dr. Michelle Zandieh
Office: PSA 633 —
Office Hours:
Office Phone: 965-2846 — E-mail: zandieh@asu.edu
Graduate student teachers: Jessica Knapp, knapp@mathpost.asu.edu; Teri Glaess, teri.glaess@asu.edu
Course
web page: http://math.asu.edu/~zandieh/MAT_310_Fall_2005.html
General comments:
This
course may be different than other math courses you have taken. It will be based on a series of problems
given in the book Experiencing Geometry:
Euclidean and Non-Euclidean with History by David Henderson and Daina Taimina. You will be asked to explore concepts of
geometry using physical models and to communicate your ideas both in classroom
discussions and in your written solutions.
Perhaps for the first time you will be asked to create your own
mathematical definitions and theorems and proofs, instead of using those
created by others.
Supplies: You may want to have a sphere that you can write on to work on problems at home. You can buy a clear plastic ball at a hobby
shop or use a worn tennis ball. In
class, large clear plastic spheres will be provided, but you may sometimes
prefer to use a smaller sphere.
Homework: Written solutions to problems from the
Exams: There will be three exams
including the final. The first exam will
take place during class on September 29th. The second exam will take place during class
on November 10th. The third exam will be the final which is
scheduled on Thursday December 8th
from
Grades: In total there are 450 points possible for the course. Grades will be calculated using the A+, A,
A-, B+, etc. grading scale using percentages out of the 450 points.
|
Points |
Percentage |
Grade |
|
437-450 |
97-100 |
A+ |
|
419-436 |
93-96.9 |
A |
|
405-418 |
90-92.9 |
A- |
|
392-404 |
87-89.9 |
B+ |
|
374-391 |
83-86.9 |
B |
|
360-373 |
80-82.9 |
B- |
|
347-359 |
77-79.9 |
C+ |
|
315-346 |
70-76.9 |
C |
|
270-314 |
60-69.9 |
D |
|
<
270 |
<60 |
E |
MTE 585: The graduate students taking this class as
MTE 585 will need to complete several additional assignments. I will work with each graduate student on an
individual basis. Please see me to make
arrangements for this extra work.
Academic Honesty: Anyone found cheating will not be permitted to
withdraw and will receive a grade of E for the course. Discussing solutions to homework problems
with others is strongly encouraged, but submitting work as your own which is
copied or paraphrased from someone else is not permitted. If you are doing things right, your written
work will sometimes contain an idea from another source (person, book, other). When this happens, make sure that you have
reflected on the idea so that you understand it for yourself. Then write the idea in your own words and
give your source due credit. Less than
this will be considered cheating.