Question 2 Two different part types arrive at a packaging facility. Parts of Type X arrive with interattival times following an exponential distribution with mean of 15 minutes, the first arrival is at time 0 Parts of Type Yarrive with interarrival times following an exponential distribution with mean at 14 minutes, the first attival is at time 0 Upon arrival, parts X and Y are sent to a packaging operation where there are two packaging operators. However, the queues of these packages are diferent (Hint: You can use two processes packaging 1 and packaging 2). The packaging times of parts X and Y are the same for both packaging I and packaging 2 operators The packaging time of Part X follows a normal distribution with mean of 6 minutes and standard deviation of 1 minute. The packaging time of Party follows a lognormal distribution with a los mean of 5.5 minutes and log standard deviation of 12 minutes (note that these values are the mean and standard). Assume that this facility works two shifts (eight hours a shift and run the simulation for 20 days. The incoming parts are sent to one of these packages according to two different rules that are explained in part a and part b of this question Part a) The incoming parts X and Y are sent to Packaging l or Packaging 2 operations randomly with equal probability (Hint: Consider using a decide module). Part b) The incoming parts X and Y are sent to Packaging 1 or Packaging 2 operations according to their current usage: Packaging 2 is idle, the parts are sent to Packaging 2. Packaging 2 is in use and Packaging 1 is idle the carts are sent to Packaging 1 Packaging 2 and Packaging 1 are both in use the parts are sent to Packaging 2 Hint 2: Consider using multiple decide modules to satisfy these conditions. Hint 3: In your decide modules, the decision must be made on a decision related to the current usage of Packaging 1 and Packaging 2. Please upload two separate doe files for part a and part of this question Collect the following statistics for parta and part of this question all times must be in minuten Parta Part b Average cycle time of Part X Average cycle time of Party Maximum cycle time of Part X Maximum cycle time of Part Y Average cycle time of all parts Maximum cycle time of all parts Average utilization of Packager 1 Average utilization of Packager 2 Question 2 Two different part types arrive at a packaging facility. Parts of Type X arrive with interattival times following an exponential distribution with mean of 15 minutes, the first arrival is at time 0 Parts of Type Yarrive with interarrival times following an exponential distribution with mean at 14 minutes, the first attival is at time 0 Upon arrival, parts X and Y are sent to a packaging operation where there are two packaging operators. However, the queues of these packages are diferent (Hint: You can use two processes packaging 1 and packaging 2). The packaging times of parts X and Y are the same for both packaging I and packaging 2 operators The packaging time of Part X follows a normal distribution with mean of 6 minutes and standard deviation of 1 minute. The packaging time of Party follows a lognormal distribution with a los mean of 5.5 minutes and log standard deviation of 12 minutes (note that these values are the mean and standard). Assume that this facility works two shifts (eight hours a shift and run the simulation for 20 days. The incoming parts are sent to one of these packages according to two different rules that are explained in part a and part b of this question Part a) The incoming parts X and Y are sent to Packaging l or Packaging 2 operations randomly with equal probability (Hint: Consider using a decide module). Part b) The incoming parts X and Y are sent to Packaging 1 or Packaging 2 operations according to their current usage: Packaging 2 is idle, the parts are sent to Packaging 2. Packaging 2 is in use and Packaging 1 is idle the carts are sent to Packaging 1 Packaging 2 and Packaging 1 are both in use the parts are sent to Packaging 2 Hint 2: Consider using multiple decide modules to satisfy these conditions. Hint 3: In your decide modules, the decision must be made on a decision related to the current usage of Packaging 1 and Packaging 2. Please upload two separate doe files for part a and part of this question Collect the following statistics for parta and part of this question all times must be in minuten Parta Part b Average cycle time of Part X Average cycle time of Party Maximum cycle time of Part X Maximum cycle time of Part Y Average cycle time of all parts Maximum cycle time of all parts Average utilization of Packager 1 Average utilization of Packager 2