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Furman University Wylie Mathematics Tournament

Revision as of 20:21, 18 March 2017 by Dhwang314 (talk | contribs) (→‎Tests and Solutions)
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The Furman University Wylie Mathematics Tournament is a high school math competition sanctioned for schools from South Carolina, North Carolina, Georgia, Tennessee, Alabama and Florida.

Competition Format

The tournament consists of an individual test and then a ciphering contest. Awards are given to the six highest scoring students on the senior exam, the three highest scoring students on the junior exam and the top four schools as determined by the scores on the individual tests and the ciphering. The schools are split into two divisions based on school population. Division I contains the schools with the higher populations.

Individual Test

Ever since 2000 the individual test has consisted of 32 multiple choice questions and two tiebreakers to be solved in 2 hours. The topics tested are generally the standard topics on non-Calculus high school math competitions. Everything up through Pre-Calculus is fair game.

The test is scored as 1 point for each correct answer, 0 points for blank answers, and -.25 for incorrect answers except for the tiebreakers which are used only if there are ties among the top scorers.

There is also a Junior Test for students in grade 10 or lower which goes by the same format.

Ciphering

Each team selects three students to represent them in the ciphering contest. The three students go up one at a time to compete against members from other teams. The first few students to answer correctly get extra points with the first person getting the most bonus points and so forth. Other teams can still answer as long as they do so in the given time limit.

Tests and Solutions

All of the tests and answers since 1996 can be found on the Furman website but there are no solutions to the earlier ones. Solutions are posted below:

And here's the link to the 2017 Test. https://drive.google.com/drive/folders/0B5raJ7NTSrDxT1ducXF2NHl5UDQ

See also

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