What is the probability that you actually grabbed YOUR shoes? Let's assume there were 11 pairs on the boat and the probability that somebody else's flops fit you is p = 1/5. Of course, the probability that yours fit is 1. Event A = Flops Are Mine! Event B = Flops Fit AIB = Mine, given that they fit! We are asked to find the conditional probability P(AIB), Section 5.4 or simply what's the probability that flops are mine if they fit? Give yourself a hug when you calculate it and Please, POST. ***How many of somebody else's flops would fit you? What is the total number of flops that fit? What part of this total are yours? Done.***
What is the probability that you actually grabbed YOUR shoes? Let's assume there were 11 pairs on the boat and the probability that somebody else's flops fit you is p = 1/5. Of course, the probability that yours fit is 1. Event A = Flops Are Mine! Event B = Flops Fit AIB = Mine, given that they fit! We are asked to find the conditional probability P(AIB), Section 5.4 or simply what's the probability that flops are mine if they fit? Give yourself a hug when you calculate it and Please, POST. ***How many of somebody else's flops would fit you? What is the total number of flops that fit? What part of this total are yours? Done.***
Chapter9: Sequences, Probability And Counting Theory
Section9.7: Probability
Problem 5SE: The union of two sets is defined as a set of elements that are present in at least one of the sets....
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I wear size 8 :)
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