Please collect Time In System for part A and B separately. Thank you.

. . Question 3: Arena (10 points) . Two types of parts arrive separately by type, to a manufacturing shop, and their interarrival time is EXPO(8) minutes for Part A, and EXPO(12) minutes for B. Each time, one part will arrive. After arrival, Type A parts are processed by Machine A, and Type B by Machine B. There is one Machine A and one Machine B. Processing time for Part A is [2+EXPO(2)] minutes, and processing time for B is [1+TRIA(2,3,4)] minutes. All parts are inspected at a single automatic Inspection station that takes no time. .80% of the parts pass the inspection. 20% of the parts fail the inspection and need rework. There is single re-work station for both part types, A and B, and processes the parts based on their original process time. For Part A rework, it takes 20% of the exact time used by the specific part when it was processed at Machine A. This means that if a Part A reaching rework took 3 min in its original processing, reaching re-work stations, its re-work time is 20% x 3 = 0.6 min. For Part B, it takes 10% of the exact time used by the specific part when it was processed at Machine B plus 1 minute. This means, if a Part B's processing time was 2.5 min, at Machine B, its re-work time would be 10% x 2.5 = 0.25 min. After rework, these parts are all considered good. Part A and Part B are shipped in their own boxes, i.e., they cannot be mixed. Run the simulation for 20 hours and 5 independent replications. . Collect TIS for Part A and Part B separately. Hint: You need to use attributes for processing times at the original machines. Machine A and Machine B. as well as re-work time. . . . . . Question 3: Arena (10 points) . Two types of parts arrive separately by type, to a manufacturing shop, and their interarrival time is EXPO(8) minutes for Part A, and EXPO(12) minutes for B. Each time, one part will arrive. After arrival, Type A parts are processed by Machine A, and Type B by Machine B. There is one Machine A and one Machine B. Processing time for Part A is [2+EXPO(2)] minutes, and processing time for B is [1+TRIA(2,3,4)] minutes. All parts are inspected at a single automatic Inspection station that takes no time. .80% of the parts pass the inspection. 20% of the parts fail the inspection and need rework. There is single re-work station for both part types, A and B, and processes the parts based on their original process time. For Part A rework, it takes 20% of the exact time used by the specific part when it was processed at Machine A. This means that if a Part A reaching rework took 3 min in its original processing, reaching re-work stations, its re-work time is 20% x 3 = 0.6 min. For Part B, it takes 10% of the exact time used by the specific part when it was processed at Machine B plus 1 minute. This means, if a Part B's processing time was 2.5 min, at Machine B, its re-work time would be 10% x 2.5 = 0.25 min. After rework, these parts are all considered good. Part A and Part B are shipped in their own boxes, i.e., they cannot be mixed. Run the simulation for 20 hours and 5 independent replications. . Collect TIS for Part A and Part B separately. Hint: You need to use attributes for processing times at the original machines. Machine A and Machine B. as well as re-work time