A plane is missing, and it is presumed that it was equally likely to have gone down in any of the 3 possible regions. let 1−βi denote the probability that the plane will be found upon a search of the ith region when plane is, in fact, in the region, i = 1,2,3. what is the conditional probability that the plane is in the ith region, given that a search of region 1 is unsuccessful, i = 1,2,3 ?
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if it is of text book tgen check on internet
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