Question
Exhibit 13.2: A barber shop has one barber who can give 12 haircuts per hour. Customers arrive at a rate of 8 customers per hour.
Exhibit 13.2: A barber shop has one barber who can give 12 haircuts per hour. Customers arrive at a rate of 8 customers per hour. Customer inter-arrival times and service times are exponentially distributed. The following queuing analysis spreadsheet was developed from this information.
M/M/s queuing computations | |||
Arrival rate | 8 | ||
Service rate | 12 | ||
Number of servers | 1 | (max of 40) | |
Utilization | 66.67% | ||
P(0), probability that the system is empty | 0.3333 | ||
Lq, expected queue length | 1.3333 | ||
L, expected number in system | 2.0000 | ||
Wq, expected time in queue | 0.1667 | ||
W, expected total time in system | 0.2500 | ||
Probability that a customer waits | 0.6667 |
III. Refer to Exhibit 13.2. Based on this report what is the average waiting time before the barber begins a customer's haircut? Blank 3
a. 0.6667
b. 1.3333
c. 0.1667
d. 2.5000
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