Assume that the inter-arrival time of customers is exponentially distributed wit

Question

Assume that the inter-arrival time of customers is exponentially distributed with a mean inter-arrival time of 2.4 minutes. Determine the mean arrival rate per hour. Also, identify the probability distribution associated with the arrival rate (i.e., distribution associated with the number of customers arriving per hour).

Mean arrival rate per hour:                            [ Select ]                       [" = 2.4 customers/hour.", " = 24 customers/hour.", " = 25 customers/hour.", " = 50 customers/hour."]      

Probability distribution:                            [ Select ]                       ["Probability Distribution", "Cumulative Distribution", "Poisson Distribution"]      

Explanation / Answer

Mean arrival rate=(1/2.4)*60=25 customers per hour

distributtion=poisson

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