Project/Paper 1  Particulars

The first  project/paper starts with an article or two from our text.   Read through the article and find something of interest to expand on.  It may include  an interesting algorithm,  a diagram,  a theorem, a proof,  or  a problem.  Once you have settled on an article,  look for some further resource on the topic.   The text has an extensive bibliography.  Look up up a relevant reference in the math library (in the basement of POT near the elevators).   Search any of several math history web sites for information.   Here is a nice one:
http://www-groups.dcs.st-and.ac.uk/~history

The project/paper is to be prepared in a Maple worksheet.   It  should include text, Maple calculations, and Maple graphics.  It must be at least 2*n pages (check with print preview) with the font set at 12 point Times New Roman and the output removed, where  n < 4 is the number of people on the team submitting the project/paper.   Include references you used in your project.

Possible topics:  Plimpton 322,   Babylonian Geometry,   Hippias of Elis and the quadratrix,   quadrature of lunes, trisection of an angle,  Appolonian problem ... or any topics from articles in pp 34 to 194  of the text.

Select two topics and email them to me at carl@ms.uky.edu within 2 weeks together with the other team members.  I will assign one of the topics to your team or ask you to select another.

When your project is done, email it to me as an attachment.    I may ask your team to present the project to the class, if time permits.   You should complete the first project by Feb 18.

1/22/99  project 1 assignments to date:

Amy Damron, Shane Kirk, Renea Mielec*  -- Perfect numbers
 John Stream, Ben Phillips*  --  Paradoxes of Zeno
 Cateryn Kiernan, Darrell Mattingly*, Matt Igyarto -- Duplication of the cube
 Chris Rakes, Aaron Zerhusen, Shasta Meece* -- Diophantus's Equations
 David Reed*, Liz Attig, Pamela Ard -- Pythagoras' triangle theory and prime numbers
 Melanie Williamson, Lisa McNary*  -- Archimedes method of trisecting an angle
 Matthew Brown, Angie Clark, and Michelle Whitt* -- geometric algebra
 Jamie Bailey*, Brian Oberg -- The Area of a parabolic segment
 Jimmy Schroer,Heather Conger, Shawn Overbay -- Ptolemy's theorem
 Adam Gillette, Erin Shoot* -- the Golden Section
 Jessica Weddle*, Angie Keith -- Figurate Numbers
 Jessica Scott, Heather Durrett -- Geometry as applied arithmetic.