Essay
A local bank has two drive-through teller windows with an essentially unlimited queue length. They estimate that the arrival rate during their most busy time will average about 40 cars per hour. They also estimate they can serve an average of 50 cars per hour. Management wants to make sure that the system is operating efficiently.
a. What is the probability that there will be no cars in the system?
b. On average, how many cars are in the system?
c. How long would a car be waiting (in seconds) in the drive-through, on average?
Correct Answer:
Verified
a. k = 2; 
= 40/hour; = 50/hour
P(0) = ...View Answer
Unlock this answer now
Get Access to more Verified Answers free of charge
Correct Answer:
Verified
= 40/hour; = 50/hourP(0) = ...
View Answer
Unlock this answer now
Get Access to more Verified Answers free of charge
Q8: Describe at least four queue disciplines.
Q9: A local hamburger chain is considering adding
Q10: Which of the following variables is ordinarily
Q11: Many analytical queuing models exist, each based
Q12: What are the seven key assumptions for
Q14: For a single-server queuing model, which of
Q15: In queuing models, what are channels?<br>A) The
Q16: A university bookstore opens a booth and
Q17: Since most service times follow an exponential
Q18: Arrival distributions for queuing models:<br>A) follow a