Bobby, another enterprising barber, is thinking about advertising in the local newspaper since he is idle 45 percent of the time. Currently, customers arrive, on average, every 40 minutes. What does the arrival rate need to be for Bobby to be busy 85 percent of the time?
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Bobby, another enterprising barber, is thinking about advertising in the local newspaper since he is idle 45 percent of the time. Currently, customers arrive, on average, every 40 minutes.
What does the arrival rate need to be for Bobby to be busy 85 percent of the time?
Note: Round your intermediate calculations to 3 decimal places and final answer to 2 decimal places.
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Bobby, another enterprising barber, is thinking about advertising in the local newspaper since he is idle 35 percent of the time. Currently, customers arrive, on average, every 30 minutes. What does the arrival rate need to be for Bobby to be busy 90 percent of the time?Note: Round your intermediate calculations to 3 decimal places and final answer to 2 decimal places.Bobby, another enterprising barber, is thinking about advertising in the local newspaper because he is idle 50 percent of the time. Currently, customers arrive, on average, every 50 minutes. What does the arrival rate need to be for Bobby to be busy 85 percent of the time? (Round your intermediate calculations to 3 decimal places and final answer to 2 decimal places.)
- Bobby the Barber is thinking about advertising in the local newspaper since he is idle 45 percent of the time. Currently, customers arrive on average every 30 minutes. What does the arrival rate need to be for Bobby to be busy 85 percent of the time?Bobby, another enterprising barber, is thinking about advertising in the local newspaper because he is idle 45 percent of the time. Currently, customers arrive, on average, every 40 minutes. What does the arrival rate need to be for Bobby to be busy 85 percent of the time?Customers arrive to a local bakery with an average time between arrivals of5 minutes. However, there is quite a lot of variability in the customers’ arrivals, asone would expect in an unscheduled system. The single bakery server requires anamount of time having the exponential distribution with mean 4.5 minutes to servecustomers (in the order in which they arrive). No customers leave without service.b. Calculate how long customers spend on average to complete their transactionsat the bakery (time in queue plus service time). What percentage of that time isspent queueing?
- TRUE OR FALSE? The cost associated with arrivals' wait time is a requirement for waiting line economic analysis.Priority Average Arrival Rate ( exponential interarrival times ) High 3 per hour Low 5 per hour Number of servers 5 service rate 2 per hour ( exponential service time ) What is the system utilization factor ?
