With the information given in Problem 1, the managers of the Administrative Services Office know that students hate waiting in line before getting served. The cost of good will is $10/hour for every hour that each student waits in lines. To reduce the time a student spends waiting, they know that they need to improve Judy's processing time (see the last problem). They are currently considering the following two options: a. Install a computer system, with which Judy expects to be able to complete a student request 40 percent faster (from 2 minutes per request to 1 minute and 12 seconds, for example). b. Hire another temporary clerk working in parallel serving a single queue, who will work at the same rate as Judy. If the computer costs $50 to operate per day, while the temporary clerk gets paid $70 per day, is Judy right to prefer the hired help? Assume exponential interarrival times and exponential service times.