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100 voting individuals live in a town. The table below shows peoples' preferences over 4 candidates running for council president. (40 people rank Ackerman first,

100 voting individuals live in a town. The table below shows peoples' preferences over 4 candidates running for council president. (40 people rank Ackerman first, 10 rank her second, 35 rank her third, etc.) A matrix of people's preferences over four candidates running for council president: Ackerman, Brewster, Calvert, and Dover. Ackerman had 10 people rank her first, 40 rank her 2nd, and 35 rank her third. Brewster had 35 rank him first, 5 rank him 2nd, and 25 rank him 3rd. Calvert had 30 for first, 15 for second, and 35 for third. Dover had 25 for first, 40 for second, and 5 for third. Who would win this election using a plurality method? (10 pts.) Rank the players based on a 3-2-1 Borda count (who comes in first, who comes in second, etc.) and give their Borda count numbers. (10 pts.)

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