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The number of monthly hacking attempts on a computer network is a Poisson-
distributed random variable with λ = 1.8 . What is the probability that the network
will function a month-
without a hacking attempt; and,
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with only one hacking attempt?
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The number of customer assistance calls a software company gets per day is a
Poisson-distributed random variable with λ = 5.5 . What is the probability that on
any given day the company will receive only four calls? -
The number of inquiries received in response to an ad placed on the Internet for a
house for sale is a Poisson-distributed random variable with λ = 4.4 . What are the
probabilities that the seller will receive-
only two inquiries;
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only three inquiries; and,
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at most three inquiries?
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The number of loan applications that a bank gets per day is a Poisson-distributed
random variable with λ = 7.5 . What are the probabilities that on any given day the
bank will receive-
exactly six applications;
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at most four applications;
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at least eight applications; and,
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anywhere from five to ten applications?
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