uppose that we have designed a randomized algorithm for a problem having “Yes” or “No” answer. The algorithm is such that if the answer is “Yes,” it is always correct. If the answer is “No,” it is correct withprobability at least 0.02. How many times do we need to run this algorithm in order to be sure that the probability of getting an erroneous answer is at most 0.02?
uppose that we have designed a randomized algorithm for a problem having “Yes” or “No” answer. The algorithm is such that if the answer is “Yes,” it is always correct. If the answer is “No,” it is correct withprobability at least 0.02. How many times do we need to run this algorithm in order to be sure that the probability of getting an erroneous answer is at most 0.02?
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.8: Probability
Problem 32E
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Suppose that we have designed a randomized algorithm for a problem having “Yes” or “No” answer. The algorithm is such that if the answer is “Yes,” it is always correct. If the answer is “No,” it is correct withprobability at least 0.02. How many times do we need to run this algorithm in order to be sure that the probability of getting an erroneous answer is at most 0.02?
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