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True or False
Codes lose their value once they are known Broadly by a large number of people

User Aathi
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1 Answer

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Final answer:

Majority rule can fail to produce a single preferred outcome when there are more than two choices.

Step-by-step explanation:

True. Majority rule in decision-making processes can often fail to produce a single preferred outcome when there are more than two choices. This is because when there are multiple options, it is possible for none of them to receive a majority of votes, resulting in a tie or a lack of consensus.

For example, let's consider a simple scenario where there are three choices: A, B, and C. If there are 10 voters and they cast their votes as 4 for A, 4 for B, and 2 for C, none of the options would have received a majority of votes, and there would be no single preferred outcome.

This limitation of majority rule is one of the reasons why alternative decision-making methods, such as ranked-choice voting or consensus-based approaches, are sometimes used to ensure a more representative and conclusive outcome.

User BryceH
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