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Condorcet Voting Paradox quiz
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What does the Condorcet Voting Paradox demonstrate about majority voting with more than two options?
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What does the Condorcet Voting Paradox demonstrate about majority voting with more than two options?
It shows that majority voting can lead to inconsistent and non-transitive results when there are more than two options.
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What does the Condorcet Voting Paradox demonstrate about majority voting with more than two options?
It shows that majority voting can lead to inconsistent and non-transitive results when there are more than two options.
In the Condorcet paradox example, what are the preference orders of the three groups for choices A, B, and C?
Group 1 prefers A > B > C, Group 2 prefers B > C > A, and Group 3 prefers C > A > B.
What is the outcome when A is voted against B in the given example?
A wins the vote against B.
Who wins when B is voted against C in the Condorcet paradox scenario?
B wins the vote against C.
What is the result when C is voted against A in the example?
C wins the vote against A.
What does the non-transitive cycle in the Condorcet paradox mean?
It means that A beats B, B beats C, but C beats A, creating a cycle with no clear overall winner.
How does the order of voting affect the outcome in the Condorcet paradox?
The sequence in which options are voted on can change the final winner, allowing for manipulation of results.
How can a policymaker ensure that option A wins using the voting agenda?
They can arrange for B and C to be voted on first (B wins), then have A face B, where A wins.
What voting sequence should be used to ensure C wins?
First, vote A versus B (A wins), then have C versus A, where C wins.
Why does the Condorcet paradox challenge the transitive property from algebra?
Because even though A beats B and B beats C, C can still beat A, breaking the expected transitive relationship.
What is a key vulnerability of majority voting revealed by the Condorcet paradox?
Majority voting can be manipulated by controlling the order of votes, not always reflecting society's true preferences.
What happens to the losing option in each round of the sequential voting process?
The losing option is eliminated and no longer considered in subsequent votes.
Why might majority voting not always produce the outcome most desired by society?
Because the process can be manipulated and does not always aggregate preferences in a straightforward way.
What is the main lesson for policymakers from the Condorcet voting paradox?
Policymakers can use the agenda-setting power to influence which policy wins by choosing the voting order.
How does the Condorcet paradox illustrate the limitations of simple majority rule?
It shows that simple majority rule can yield cyclical and inconsistent outcomes when there are more than two choices.