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An election was held using the Borda count method. There were four candidates (A, B, C, and D) and 110 voters. When the points were tallied (using 4 points for first, 3 points for second, 2 points for third, and 1 point for fourth), A had 320 points, B had 290 points, and C had 180 points. Find how many points D had and give the ranking of the candidates. (Hint: Figure out how many points are packed in each ballot.) | Numerade
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The following simple variation of the conventional Borda count method is sometimes used: last place is worth 0 points, second to last is worth 1 point,..., first place is worth N-1 points (where N is the number of candidates). Explain why this variation is equivalent to the conventional Borda count described in this chapter (i.e., it produces exactly the same winner and the same ranking of the candidates). | Numerade
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