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Problem
Suppose that the times between arrivals at a bank during the peak period of the day are exponentially distributed with a mean of 45 seconds. If you just observed an arrival, what is the probability that you will need to wait for more than a minute before observing the next arrival? What is the probability you will need to wait at least two minutes?
Step-by-step solution
The times between arrivals at a bank during the peak period of the day are exponentially distributed with the mean of .
That is, per second.
Since is the rate per seconds then the rate per minutes is .
That is,
Comment
Let denotes the inter arrival time at a bank during the peak period of the day are exponentially distributed with a mean of .
That is,
The probability that one has to wait for more than a minute before observing the next arrival is,
The required probability can be obtained by using the Excel Statistical function .
Therefore, the probability that one has to wait for more than a minute before observing the next arrival is
Comment
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The probability that you will need to wait at least two minutes is,
Therefore, the probability that you will need to wait at least two minutes is
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3/18/2020 Solved: Suppose that the times between arrivals at a bank durin... | Chegg.com
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