Schedule - subject to change if necessary
| Mon, Jan 14 - Vectors, axioms, affine vs. Euclidean geometry.
Pages 1-6 of textbook. |
Wed, Jan 16 - Equation of a line, midpoint, parallel lines, parallelograms.
Pages 6-9 of textbook. |
Fri, Jan 18 - More on parallelograms, definition of centroid of a triangle.
Pages 9-10 of the textbook. |
| Mon, Jan 21 - no classes |
Wed, Jan 23 - Centroid of a finite point set. Pages 11-16. |
Fri, Jan 25 - Centroid of a set of mass-points. Barycentric coordinates.
Pages 16-22. |
| Mon, Jan 28 - Begin Theorem of Ceva. Pages 22-23. |
Wed, Jan 30 - Finish Theorem of Ceva. Begin Theorem of Menelaus.
Pages 23-28. |
Fri, Feb 1 - Theorem of Menelaus. |
| Mon, Feb 4 |
Wed, Feb 6 - Review |
Fri, Feb 8 - Test #1 |
| Mon, Feb 11 - Theorem of Desargues and Theorem of Pappus. |
Wed, Feb 13 - Begin Chapter 2. One-to-one, onto, transformation
(bijection). Translations of the plane. Examples of transformations
of the plane. |
Fri, Feb 15 - Examples of transformations of the plane. Translations. |
| Mon, Feb 18 - Central dilatations. |
Wed, Feb 20 - central dilatations |
Fri, Feb 22 - central reflections |
| Mon, Feb 25 - dilatations |
Wed, Feb 27 - groups of transformations |
Fri, Mar 1 - abstract groups |
| Mon, Mar 4 - Review |
Wed, Mar 6 - Test #2 |
Fri, Mar 8 (last day to drop) |
| Mon, Mar 11 |
Wed, Mar 13 |
Fri, Mar 15 |
| Mon, Mar 18 - no classes |
Wed, Mar 20 - no classes |
Fri, Mar 22 - no classes |
| Mon, Mar 25 |
Wed, Mar 27 |
Fri, Mar 29 |
| Mon, April 1 |
Wed, April 3 |
Fri, April 5 |
| Mon, April 8 |
Wed, April 10 |
Fri, April 12 - Test #3 (Note new date) |
| Mon, April 15 |
Wed, April 17 |
Fri, April 19 |
| Mon, April 22 |
Wed, April 24 |
Fri, April 26 |
| Mon, April 29 |
Wed, May 1 |
Fri, May 3 - no classes |
| Mon, May 6 - no classes |
Wed, May 8 - no classes |
Fri, May 10 - Final Exam 8:00-11:00 am in 145
Altgeld |