Two one-man barber shops sit side by side in DunkirkSquare. Each can hold a maximum of 4 people, and anypotential customer who finds a shop full will not wait for ahaircut. Barber 1 charges $11 per haircut and takes anaverage of 12 minutes to complete a haircut. Barber 2charges $5 per haircut and takes an average of 6 minutes tocomplete a haircut. An average of 10 potential customersper hour arrive at each barber shop. Of course, a potentialcustomer becomes an actual customer only if he finds thatthe shop is not full. Assuming that interarrival times andhaircut times are exponential, which barber will earn moremoney?
Two one-man barber shops sit side by side in DunkirkSquare. Each can hold a maximum of 4 people, and anypotential customer who finds a shop full will not wait for ahaircut. Barber 1 charges $11 per haircut and takes anaverage of 12 minutes to complete a haircut. Barber 2charges $5 per haircut and takes an average of 6 minutes tocomplete a haircut. An average of 10 potential customersper hour arrive at each barber shop. Of course, a potentialcustomer becomes an actual customer only if he finds thatthe shop is not full. Assuming that interarrival times andhaircut times are exponential, which barber will earn moremoney?
Solid Waste Engineering
3rd Edition
ISBN:9781305635203
Author:Worrell, William A.
Publisher:Worrell, William A.
Chapter9: Toward Integrated Resources Management—environmental, Political, And Economic Issues
Section: Chapter Questions
Problem 9.10P
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Question
Two one-man barber shops sit side by side in Dunkirk
Square. Each can hold a maximum of 4 people, and any
potential customer who finds a shop full will not wait for a
haircut. Barber 1 charges $11 per haircut and takes an
average of 12 minutes to complete a haircut. Barber 2
charges $5 per haircut and takes an average of 6 minutes to
complete a haircut. An average of 10 potential customers
per hour arrive at each barber shop. Of course, a potential
customer becomes an actual customer only if he finds that
the shop is not full. Assuming that interarrival times and
haircut times are exponential, which barber will earn more
money?
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