Question

On the average of 10 calls per hour are received by a call center. Assume that the time between two calls is exponentially distributed. Find the probability that no job will arrive during the next 5 minutes using Exponential distribution. Find the probability that no job will arrive during the next 5 minutes using Poisson distribution. Given that no call is received in the last 10 minutes, what is the probability that there will be no call in the next 5 minutes. Find the probability that there will be 10 calls during the next hour and a total of 18 calls during the next two hours. Given that there were 10 calls during an hour, what is the probability that 5 of these calls are received in the first 20 minutes?

          On the average of 10 calls per hour are received by a call
center. Assume that the time between two calls is exponentially
distributed.
Find the probability that no job will arrive during the next 5
minutes using Exponential distribution.
Find the probability that no job will arrive during the next 5
minutes using Poisson distribution.
Given that no call is received in the last 10 minutes, what is
the probability that there will be no call in the next 5
minutes.
Find the probability that there will be 10 calls during the
next hour and a total of 18 calls during the next two hours.
Given that there were 10 calls during an hour, what is the
probability that 5 of these calls are received in the first 20
minutes?

Added by Purificaci-N C.

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