Solve the problem.An election is held among six candidates (A, B, C, D, E and F). There are 57 voters. Using the method of pairwise comparisons, A, B, and C win 2 pairwise comparisons each. D wins 4 pairwise comparisons, E wins no pairwise comparisons, and F wins all the rest. In this election

A. There is no Condorcet candidate.
B. F is a Condorcet candidate.
C. D is a Condorcet candidate.
D. Cannot be determined from the information given.
E. none of these


Answer: B

Mathematics

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