Problem Solving Contest for Area High School Students
April 2, 2003, 1:00-2:30PM, DSC 256
Details about the contest:
The contest consists of 5 problems, each for 10 points for a best possible of 50 points. Each problem is graded independently by two graders. The score per problem is the average of the two scores. The total score of each participant is the sum of all the averages. Any correct solution receives full credit. Individual prizes (gift certificates) are awarded to the participants with best totals. The school with the best sum of its top three participants wins a traveling trophy. The name of the winning school is engraved on the trophy, and the school will keep it for display until the next year.
List of participants.
The problems are proposed by
John Maloney; and
and graded by Parsla Dineen, Judy
Janice Rech, and the following students: Rob Bennet, Mark Church, Chad Haugen, Eric Manley, and Zach Zaiss.
Back to the MAM at UNO web site