Math 302, NonEuclidean Geometry, Fall 1997
 Meetings:
 in 243 Altgeld Hall, MWF at 11am (sect D1) or 3pm (sect G1).
 Web address:
 Course information is available online at
http://www.math.uiuc.edu/~jms/m302
 Professor:
 John M. Sullivan,
jms@uiuc.edu,
326 Illini Hall, 2445930 (with answering machine).
 Office hours:
 Tentatively, Wed 23pm, Fri 1011am, or by appointment.
 Textbook:
 The Foundations of Geometry
and the NonEuclidean Plane, George Martin.
 TAs:
 Vivek Chawla
(chawla@math.uiuc.edu)
and Amine Fawaz
(asalimef@math.uiuc.edu).
 Department mailboxes:
 in 250 Altgeld Hall.
 Prerequisites:

The official prerequisite is a 2xxlevel calculus course, but this
course does not build on that material; what is necessary is a certain
amount of mathematical maturity.
 Homework:
 There will be weekly homework
assignments, due on
Mondays, often with problems assigned from the textbook. The homework
counts for 30% of the course grade.
Learning to write good mathematical proofs is one of the goals of this course.
 Exams:
 There will be three hourtests on Fridays in class.
These will be on Sep 19, Oct 17, and Nov 21; the material covered
on each will be announced later. The lowest grade among the three
will be dropped. Only the best two will count towards your course grade.
Because of this, there will be no makeup tests offered.
If you miss one test, your grades on the other two will be counted.
These tests count for 40% of your grade.
The final exam covers the entire course, and counts for 30% of the course
grade. The final for the 11am section will be 811am Mon 15 Dec, and
the final for the 3pm section will be 710pm Thu 18 Dec.
 Different Sections:

Since the two sections of Math 302 have the same instructor, they
will cover the same material and proceed at the same pace. The exams
will be comparable but slightly different. It will be considered
cheating to discuss the contents of an exam with students in the
other section between the two administrations of the exam.
 Outline:

This course gives an axiomatic development of plane geometry, including
examination of the tacit assumptions made by Euclid, and various
nonEuclidean geometries.
It will mostly cover the first 25 chapters of Martin, but students
are also responsible for additional material covered in lecture.
Often on Fridays, instead of a regular lecture, there will be other
handson or computerbased activities.