Question: 2. [50 points) 3D Printing Facility. Suppose you are planning a 3D printing facility for your university. The university has a main campus and a

2. [50 points) 3D Printing Facility. Suppose you are planning a 3D printing facility for your university. The university has a main campus and a separate medical campus and you expect that demand (i.e., 3D printing jobs) from each campus will arrive according to an independent Poisson process with rate, and each job has an independent service requirement (amount of work) that follows an Exponential(x) distribution. Note that the parameters, and are the same for each campus. Assume that .

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