Paja has hidden a one-thousand dinar banknote in one of the three books he's currently reading, but he has forgotten which one. Let pi be the probability that he will find the banknote when quickly flipping through the i-th book (where i=1,2,3), given that the banknote is indeed in the i-th book (it's possible that pi<1). Assuming Paja quickly flipped through the first book and didn't find the banknote, what is the probability that the banknote is actually in the first book?
Paja has hidden a one-thousand dinar banknote in one of the three books he's currently reading, but he has forgotten which one. Let pi be the probability that he will find the banknote when quickly flipping through the i-th book (where i=1,2,3), given that the banknote is indeed in the i-th book (it's possible that pi<1). Assuming Paja quickly flipped through the first book and didn't find the banknote, what is the probability that the banknote is actually in the first book?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Paja has hidden a one-thousand dinar banknote in one of the three books he's currently reading, but he has forgotten which one. Let pi be the probability that he will find the banknote when quickly flipping through the i-th book (where i=1,2,3), given that the banknote is indeed in the i-th book (it's possible that pi<1). Assuming Paja quickly flipped through the first book and didn't find the banknote, what is the probability that the banknote is actually in the first book?
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