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Unformatted text preview: 11The Birthday Paradox12The Birthday ParadoxSuppose 25 people are in a room. What is the probabilitythat at least two of them share a birthday?13The Birthday ParadoxSuppose 25 people are in a room. What is the probabilitythat at least two of them share a birthday?Less than 1/2?14The Birthday ParadoxSuppose 25 people are in a room. What is the probabilitythat at least two of them share a birthday?Less than 1/2?Actually it’s greater than 1/2.15The Birthday ParadoxSuppose 25 people are in a room. What is the probabilitythat at least two of them share a birthday?Less than 1/2?Actually it’s greater than 1/2.We will see the analysis of the problem of calculating theprobability of event:An: There arenpeople in a room and at least two ofthem share a birthday.16The Birthday ParadoxSuppose 25 people are in a room. What is the probabilitythat at least two of them share a birthday?Less than 1/2?Actually it’s greater than 1/2....
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 Spring '10
 M.J.Golin
 Computer Science, Probability theory, birthday paradox

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