Six candidates A, B. C, D. E, and Fcompete for a seat. There are 100 voters, and the voting profile is as follow (numbers of voters with such preferences are shown in brackets): |25| AEDBCF |20| BEDACF |18| CEDABF |35| FEDABC |2| DEABCF The Condorcet second is an alternative that wins with everybody except for the Condorcet winner. Calculate the alternatives selected by different rules: The plurality winner is The alternative vote winner is The Copeland winner is

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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Six candidates A, B. C. D. E. and Fcompete for a seat. There are 100 voters, and the voting profile is as follows
(numbers of voters with such preferences are shown in brackets):
|25| AEDBCF
|20| BEDACF
|18| CEDABF
|35| FEDABC
|2| DEABCF
The Condorcet second is an alternative that wins with everybody except for the Condorcet
winner. Calculate the alternatives selected by different rules:
The plurality winner is
The alternative vote winner is
The Copeland winner is
The Condorcet winner is
The Borda Count winner is
The Condorcet loser is
The Condorcet second is
Transcribed Image Text:Six candidates A, B. C. D. E. and Fcompete for a seat. There are 100 voters, and the voting profile is as follows (numbers of voters with such preferences are shown in brackets): |25| AEDBCF |20| BEDACF |18| CEDABF |35| FEDABC |2| DEABCF The Condorcet second is an alternative that wins with everybody except for the Condorcet winner. Calculate the alternatives selected by different rules: The plurality winner is The alternative vote winner is The Copeland winner is The Condorcet winner is The Borda Count winner is The Condorcet loser is The Condorcet second is
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