Blue Lotus is a bike shop located near a beach resort, which rents its bikes to guests staying in the resort. When a customer requests to rent a bike and no bikes are available (they are either with another customers or being cleaned for rental), customer waits until a bike is available. Once a bike rented out to a customer, the customer keeps it for an average of 1 day. Upon return, the bike is cleaned and tuned-up, which takes half a day (0.5 day). Suppose Blue Lotus has 7 bikes, and demand for bike rental is 4.1 per day. What is the average amount of time a customer waits to receive a bike? (Hint: From the perspective of customer waiting time, 0.5 day of cleaning time would be part of the processing time" so, p = 1+0.5 =1.5 days. Assume CVa = CVp = 1 in your calculations). O 1.197 days O 2.134 days O 0.761 days O 5.380 days

Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter12: Queueing Models
Section12.5: Analytic Steady-state Queueing Models
Problem 9P
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Blue Lotus is a bike shop located near a beach resort, which rents its bikes to
guests staying in the resort. When a customer requests to rent a bike and no
bikes are available (they are either with another customers or being cleaned for
rental), customer waits until a bike is available. Once a bike rented out to a
customer, the customer keeps it for an average of 1 day. Upon return, the bike is
cleaned and tuned-up, which takes half a day (0.5 day).
Suppose Blue Lotus has 7 bikes, and demand for bike rental is 4.1 per day. What
is the average amount of time a customer waits to receive a bike?
(Hint: From the perspective of customer waiting time, 0.5 day of cleaning time would
be part of the processing time" so, p = 1+0.5 =1.5 days. Assume CVa = CVp = 1 in
your calculations).
O 1.197 days
O2.134 days
O 0.761 days
O 5.380 days
Transcribed Image Text:Blue Lotus is a bike shop located near a beach resort, which rents its bikes to guests staying in the resort. When a customer requests to rent a bike and no bikes are available (they are either with another customers or being cleaned for rental), customer waits until a bike is available. Once a bike rented out to a customer, the customer keeps it for an average of 1 day. Upon return, the bike is cleaned and tuned-up, which takes half a day (0.5 day). Suppose Blue Lotus has 7 bikes, and demand for bike rental is 4.1 per day. What is the average amount of time a customer waits to receive a bike? (Hint: From the perspective of customer waiting time, 0.5 day of cleaning time would be part of the processing time" so, p = 1+0.5 =1.5 days. Assume CVa = CVp = 1 in your calculations). O 1.197 days O2.134 days O 0.761 days O 5.380 days
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