The departments of Mathematics, Applied Mathematics, and Statistics at the University of Washington present the

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11/12/2010
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12/08/2009
12/01/2009
11/24/2009
11/17/2009
11/10/2009
11/03/2009
10/27/2009
10/20/2009
10/13/2009
10/06/2009
09/29/2009
07/14/2009
07/07/2009
06/23/2009
06/02/2009
05/26/2009
05/19/2009
05/12/2009
05/05/2009
04/28/2009
04/21/2009
04/14/2009
04/07/2009
03/31/2009
03/17/2009
03/10/2009
03/03/2009
02/24/2009
02/17/2009
02/10/2009
02/03/2009
01/27/2009
01/20/2009
01/13/2009
01/06/2009
12/02/2008
11/25/2008
11/18/2008
11/11/2008
11/04/2008
10/28/2008
10/21/2008
10/14/2008
10/07/2008
09/30/2008
09/23/2008
09/09/2008
08/26/2008
08/19/2008
08/12/2008
08/05/2008
07/29/2008
07/22/2008
07/15/2008
07/08/2008
07/01/2008
06/24/2008
06/10/2008
06/03/2008
05/27/2008
05/20/2008
05/13/2008
05/06/2008
04/29/2008
04/22/2008
04/15/2008
04/08/2008
04/01/2008
03/18/2008
03/11/2008
03/04/2008
02/26/2008
02/19/2008
02/12/2008
02/05/2008
01/29/2008
01/22/2008
01/15/2008
01/08/2008
12/04/2007
11/27/2007
11/20/2007
11/13/2007
11/06/2007
10/30/2007
10/16/2007

March 11–March 17, 2008

Problem

A right triangle ABC with side lengths a,b,c (with c² = a² + b²) determines a hexagon whose vertices are the "outside" corners of the squares on the sides AB, BC and CA. Find the area of the hexagon in terms of a, b, and c.

Solution

here.

List of solvers

Dan Siddoway, Kate Smith, Tyler Cooper Todd Freed (undergrad), Dustin Moody, Gary Raymond, Aneesh Shankar, Jacob Lewis (graduate), Marina Meila (faculty), Lloyd Sakazaki, Mike Goodman, Eric Brodeur (outside).

Aneesh Shankar Hariharan wins the prize this week!