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Expert Q&A Done A production system consists of four serial automatic workstations. The first part arrives at time zero, and then (exactly) every 9.8 minutes thereafter. All transfer times are assumed to be zero and all processing times are constant. There are two types of failures: major and jams. The data for this system are given in the table (all times are in minutes). Use exponential distributions for the uptimes and uniform distributions for repair times (for instance, repairing jams at workstation 3 is UNIF(2.8, 4.2)). Run your simulation for a single replication of 10,000 minutes to determine the percent of time each resource spends in the failure state and the ending status of each workstation queue, Animate your Resources, and put a text box in your Arena file with the numerical results requested Use Arena 4-8 A production system consists of four serial automatic workstations. The first part arrives at time sero, and then (exactly every 98 minutes thereafter. All tradities are assumed to be zero and all processing times are constant. There are two types of failures major and jams. The data for this system are given in the table times are in minutes. Use exponential distributions for the uptimes and uniform distributions for repair times (for instance, repairing jams a workstation 3 is UNIF2.8.423 R your simulation for a single replication of 10.000 minutes to determine the percent of time each resource spends in the failure state and the ending status of each wokation queue Animate your Resources, and put a text box in your Arena file with the serial results requested Workstation Major Failure Means Jum Me Number Process Time Uptimes Repair Repair 475 20.30 476 R3 590 24.36 59 2436 86 665 222 2.42 86 475 20,30 495 1