The Condorcet Jury Theorem establishes that if the probability p that an juror is correct is...
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The Condorcet Jury Theorem establishes that if the probability p that an juror is correct is greater then 1/2, then the probability that a majority of the jurors are correct is increasing in the number n of jurors and approaches 1 as n tends to infinity. Assume n equals 3 and p equals 0.6. What is the probability that a majority of the jurors are correct? O The Condorcet Jury Theorem establishes that if the probability p that an juror is correct is greater then 1/2, then the probability that a majority of the jurors are correct is increasing in the number n of jurors and approaches 1 as n tends to infinity. Assume n equals 3 and p equals 0.6. What is the probability that a majority of the jurors are correct? O
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