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arena program last pic is options we should use this data in the program in the picture Kits of ceiling fans arrive at an assembly

arena program
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Kits of ceiling fans arrive at an assembly system with triangular distribution with minimum 5, most likely 7, and maximum 10 minutes. There are eight assembly operators, and the kits are automatically sent to the first available operator for assembly. Upon completion of the assembly, fans are inspected with approximately 9% being found defective. A defective fan is sent back for repair to the same operator who assembled it. If a fan is rejected a second time, it should be rejected from the system. Assembly operators work for 8-hour shifts and take a 30-minute lunch break workers at a time) starting at four hours into their shift. Operators finish their current work before they go to lunch and return to work at the strict scheduled break end time, so they may lose part of their break time. The Arena modules and the connections of this simulation model are provided in the figure below. Match the module specifics provided below with the numbered boxes in the screenshots. Drag the choices into the correct numbered boxes. (Note that there are more module specifics than you need.) Kits arrival Assign arrival time Assembly Record system time Ext Nondefective? Defective less than twice? Repair Assign Rejection Number Rejected Fans Decide ? X Type: (5) Is Name: Defective less than twice? E Named Attribute rejection number Value: 2 OK Cancel Help Box (5): The following is the Schedule Durations table for the assembly operators where the time uni Durations Value Duration (6) (7) 1 2 (8) (9) 3 (10) Double-click here to add a new row. Box (6): Box (7): Box (8): Box 19): Box (10): Box (11): Resource Basic Process Name Type 1 Resource 1 Based on Schedule Capacity Assembly Schedu Schedule Name Schedule Rule Assembly Schedule (12) Box (12): TRIA(10,5,2) Wait N-way by Chance TAVG 6 Ignore 2-way by Chance 3 N-way by Condition TRIA(5,7,10) 4 8 UNIF(5,10) TRIA(2,5,10) 2-way by Condition Minutes NORM(10,2) 5 NORM(5,2) Preempt Hours 2 7 Seconds UNIF(2,10) 1 TNOW Expression EXPO EA Arena Kits of ceiling fans arrive at an assembly system with triangular distribution with minimum 5, most likely 7, and maximum 10 minutes. There are eight assembly operators, and the kits are automatically sent to the first available operator for assembly. Upon completion of the assembly, fans are inspected with approximately 9% being found defective. A defective fan is sent back for repair to the same operator who assembled it. If a fan is rejected a second time, it should be rejected from the system. Assembly operators work for 8-hour shifts and take a 30-minute lunch break workers at a time) starting at four hours into their shift. Operators finish their current work before they go to lunch and return to work at the strict scheduled break end time, so they may lose part of their break time. The Arena modules and the connections of this simulation model are provided in the figure below. Match the module specifics provided below with the numbered boxes in the screenshots. Drag the choices into the correct numbered boxes. (Note that there are more module specifics than you need.) Kits arrival Assign arrival time Assembly Record system time Ext Nondefective? Defective less than twice? Repair Assign Rejection Number Rejected Fans Decide ? X Type: (5) Is Name: Defective less than twice? E Named Attribute rejection number Value: 2 OK Cancel Help Box (5): The following is the Schedule Durations table for the assembly operators where the time uni Durations Value Duration (6) (7) 1 2 (8) (9) 3 (10) Double-click here to add a new row. Box (6): Box (7): Box (8): Box 19): Box (10): Box (11): Resource Basic Process Name Type 1 Resource 1 Based on Schedule Capacity Assembly Schedu Schedule Name Schedule Rule Assembly Schedule (12) Box (12): TRIA(10,5,2) Wait N-way by Chance TAVG 6 Ignore 2-way by Chance 3 N-way by Condition TRIA(5,7,10) 4 8 UNIF(5,10) TRIA(2,5,10) 2-way by Condition Minutes NORM(10,2) 5 NORM(5,2) Preempt Hours 2 7 Seconds UNIF(2,10) 1 TNOW Expression EXPO EA Arena

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