Multiple Choice
Barber College is the best deal in town! For only $5, you can get a shampoo and cut by any one of four untrained stylists completed in 7.5 minutes on average. Perhaps this is why customers show up on average two minutes apart (both arrival times and service times are exponentially distributed) . Management is concerned about the waiting time for customers and decides to train one more student. If the arrival and service rates remain the same as in the original scenario, what happens to the number of customers in the system?
A) There are about half as many as in the original scenario.
B) There are about a third as many as in the original scenario.
C) There are about a fourth as many as in the original scenario.
D) There are about a fifth as many as in the original scenario.
Correct Answer:

Verified
Correct Answer:
Verified
Q46: In most waiting line models, customers are
Q47: In most cases, simulation models provide optimal
Q48: Just before he retired for the evening,
Q49: Monte Carlo simulation uses statistical sampling to
Q50: It is more costly to create a
Q52: All waiting line formulas assume that customers
Q53: Hysterical cruise vacationers besiege Tatiana, their excursion
Q54: _ is an Excel function that generates
Q55: Customers enter the stadium and purchase refreshments
Q56: Customers pass by any one of forty