- The 2000 Olympics - Leigh Nataro
Discrete Math, difficulty level 4. Use the Borda count method of voting to see which country will host the Olympics.
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- An Apportionment Problem - James Greene
Discrete Math, difficulty level 4. Students apportion the representatives in their class using the Hamilton method of apportionment.
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- The Council of Nations - Leigh Nataro
Discrete Math, difficulty level 4. Use the Webster method of apportionment to divide up the seats for a council of nations.
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- First Presidential Veto - William Bowdish
Discrete Math, difficulty level 4. This problem involves the Jefferson, Adams, and Webster apportionment methods.
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- Homework and Candy - Leigh Nataro
Discrete Math, difficulty level 1. Use the Hamilton method to apportion candy among three children.
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- Let's Vote - Leigh Nataro
Discrete Math, difficulty level 3. Create preference schedules that have different winners using the plurality and Borda count methods of voting.
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- Voting on Survivor - Leigh Nataro
Discrete Math, difficulty level 2. Using a modified Borda count method, figure out how many people voted for each preference schedule to produce a tie.
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- A Voting Problem - Leslie Johnson Nielsen
Discrete Math, difficulty level 2. Election theory: investigate the concept of plurality in voting and discuss its fairness.
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The Math Forum is a research and educational enterprise of the Goodwin College of Professional Studies.