A Train station has two ports, port one and port two. The service times for one...
A Train station has two ports, port one and port two. The service times for one and two are exponential with rates 20 minutes and 10 minutes, respectively. The port 1 is occupied by train A, but port 2 is free at 9:00. Train B comes to the train station at 9:00. Find the probability that train A finishes its service first.
This is a stocchastic modeling queing problem. I am not quite sure whereto start though.
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A Train station has two ports, port one and port two. The
service times for one...
175-5.* A service station has one gasoline pump. Cars wanting gasoline arrive according to a Poisson...
175-5.* A service station has one gasoline pump. Cars wanting gasoline arrive according to a Poisson process at a mean rate of 15 per hour. However, if the pump already is heing used, these po- tential customers may balk (drive on to another service station). In particular, if there are n cars already at the service station, the prob- ability that an arriving potential customer will balk is n/3 for n 1. 2, 3. The time required to service a...
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175-5.* A service station has one gasoline pump. Cars wanting gasoline arrive according to a Poisson process at a mean rate of 15 per hour. However, if the pump already is heing used, these po- tential customers may balk (drive on to another service station). In particular, if there are n cars already at the service station, the prob- ability that an arriving potential customer will balk is n/3 for n 1. 2, 3. The time required to service a...
Multiple Server Waiting Line Model Regional Airlines Assumptions Poisson Arrivals Exponential Service Times Number of Servers Arrival Rate Service Rate For Each Server Operating Characteristics 4 Probability that no customer are in the system, Po 5 Average number of customer in the waiting line, L 6 Average number of customer in the system, L 7 Average time a customer spends in the waiting line, W 18 Average time a customer spends in the system, W 19 Probability an arriving customer...
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