6.34. Jay has two jobs to do, one after the other. Each attempt at job i takes one hour and is successful with probability pi. If p₁ = .3 and p2 = .4, what is the probability that it will take Jay more than 12 hours to be successful on both jobs?

A First Course in Probability (10th Edition)
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ISBN:9780134753119
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Chapter1: Combinatorial Analysis
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6.34. Jay has two jobs to do, one after the other. Each
attempt at job i takes one hour and is successful
with probability p¡. If p₁ = .3 and p2 = .4, what
is the probability that it will take Jay more than 12
hours to be successful on both jobs?
Transcribed Image Text:6.34. Jay has two jobs to do, one after the other. Each attempt at job i takes one hour and is successful with probability p¡. If p₁ = .3 and p2 = .4, what is the probability that it will take Jay more than 12 hours to be successful on both jobs?
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