Question: Queueing In a railway marshaling yard, goods train arrive at a rate of 30 trains per day . Assume that inter-arrival time and the service
Queueing
In a railway marshaling yard, goods train arrive at a rate of 30 trains per day. Assume that inter-arrival time and the service time distribution follow an exponential distribution with an average of 36 minutes.
Calculate the following:
- Mean queue size
- The probability that queue size exceeds 11
- If the input of the train increases to an average of 35 per day, what will be the changes in queue size?
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