Vehicles arrive at a toll system at random at an average rate of 15 vehicles per minute. If there are 2 toll booths each at random at an average of 6 seconds after services are done for every vehicle at the toll system. Calculate the following: 1.1 Average length of queue of vehicles 1.2. Average waiting time in a queue 1.3. Average time spent in a queue 1.4. If one toll ticket booth is closed and service time is reduced by 4 seconds, what are the queuing characteristics of the system? And plot the arrival distribution curve for this traffic condition
Vehicles arrive at a toll system at random at an average rate of 15 vehicles per minute. If there are 2 toll booths each at random at an average of 6 seconds after services are done for every vehicle at the toll system. Calculate the following: 1.1 Average length of queue of vehicles 1.2. Average waiting time in a queue 1.3. Average time spent in a queue 1.4. If one toll ticket booth is closed and service time is reduced by 4 seconds, what are the queuing characteristics of the system? And plot the arrival distribution curve for this traffic condition
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Vehicles arrive at a toll system at random at an average rate of 15 vehicles per minute. If there are 2 toll
booths each at random at an average of 6 seconds after services are done for every vehicle at the toll
system. Calculate the following:
1.1 Average length of queue of vehicles
1.2. Average waiting time in a queue
1.3. Average time spent in a queue
1.4. If one toll ticket booth is closed and service time is reduced by 4 seconds, what are the queuing
characteristics of the system? And plot the arrival distribution curve for this traffic condition
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