A single machine is designed to produce three parts (A, B, and C). Each part will have its own independent arrival pattern but all parts will follow a UNIF(12, 40) min. The processing for parts are...

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Extracted text: A single machine is designed to produce three parts (A, B, and C). Each part will have its own independent arrival pattern but all parts will follow a UNIF(12, 40) min. The processing for parts are Expo(3), Expo(6), and Expo(12) for parts A, B, and C respectively. After each part is processed, there is a chance that the part needs to be reworked, rework probability is 10%. When the parts go back to the machine for reprocessing, they all will require TRIA(1,9,15) min. Before sending a part for rework, if the number of parts waiting in the queue in front of the machine is greater than 5, all parts will be send to a secondary machine (outside the bounds of this model) and get processed there. Run the 10 replications of the system for 20 days, (24 hours/day). All units are in minutes. SELECT THE CORRECT ANSWERS ONLY: A) The waiting time for part types A is not different from B B The waiting time at the single machine is less than 20 min The utilization for the machine is higher than 80% but lesser than 85%. The average number of parts leaving the system for the second machine is more than 55 parts (E The system's throughput is more than 180 parts per day F The minimum number of "Assign Modules" needed to create this model is 4 G) The maximum number of times a part goes through rework is between 4-5 times H The total time (regardless of the part type) is about 37 minutes