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Maulan Traffic=LATE😆 #rainyweather #rainymorning | Leslie Porlage
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SOLVED:On rainy days, Joe is late to work with probability .3 ; on nonrainy days, he is late with probability.1. With probability.7, it will rain tomorrow. (a) Find the probability that Joe is early tomorrow. (b) Given that Joe was early, what is the conditional probability that it rained?
SOLVED:On rainy days, Joe is late to work with probability .3 ; on no…
5 个月之前
numerade.com
On rainy days, Joe is late to work with probability .3 ; on non... | Filo
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Bakit ang traffic? 😭😭😭 late na ako!.. | KohFam JapanVlog
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'56. Data indicate that the number of traffic accidents in Berkeley on rainy day - is a Poisson random variable with mean 9, whereas on a dry day itis a Poisson random variable with mean 3. Let X denote the number of traffic accidents tomorrow. If it will rain tomorrow with probability 0.6, findConditional Probability and Conditional Expectation173E[X]; (b) PX = 0; (c) Var( X ).'
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