The Condorcet paradox shows that even if each individual in a group has transitive preferences, the group's collective preferences may not be transitive.
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Q18: Figure 13.1 : Q19: Figure 13.1 : Q20: In U.S. presidential elections, the winner of Q21: The idea that there is no voting Q22: When there are three or more options, Q24: When the Condorcet system of voting is Q25: In the Borda-count voting method, irrelevant alternatives Q26: The instant runoff voting method is also Q27: According to Arrow's impossibility theorem, all voting Q28: When each member of a group has![]()
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