Question: For the hand simulation of the simple processing system, defi ne another timepersistent statistic as the total number of parts in the system, including any
For the hand simulation of the simple processing system, defi ne another timepersistent statistic as the total number of parts in the system, including any parts in queue and in service. Augment Table 2-2 to track this as a new global variable, add new statistical accumulators to get its time average and maximum, and compute these values at the end.
Write a detailed paragraph as much as it is needed describing the problem

Variables Statistical Accumulators Event Calendar Just-Finished Event Entity Time Event No. Type Attributes Arrival Times: (In Queue) In Service (0) B(6)| 0_ 1B Ewo wg. 0.00 0.00 0.00 0.00 ETS 0.00 0.00 0 ts: 0.00 0.00 le_ 0.00 Entity No., Time, Type [1, 0.00, Arr] [- 20.00, End] - 0.00 0 Init 0 0.00 0.00 Arr 0 0.00 1 0.00 0.00 0.00 0.00 0.00 0 0.00 2 1.73 Ari (1.73) 0.00 0 0.00 0.00 0.00 0.00 0.00 1.73 1 2.90 Dep 0 1 0 1.73 2 1.17 1.17 2.90 2.90 1.17 1 2 .90 3 3.08 Ar (3.08) 1. 73 2 1.17 1.17 2.90 2.901 .17 3.08 4 3.79 Arr 2 (3.79, 3.08) 1.73 2 1.17 1.17 2.90 2.90 1.88 2 3.79 5 4.41. Ar 3 1 (4.41, 3.79, 3.08) 1.73 1 2 1.17 1.17 2.90 2.90 3.12 3 4.41 1.73, 2.90, 20.00. 2.90, 3.08, 20.00 3.08, 4.66 20.00 3.79. 4.66. 20.00, 4.41, 4.66, 20.00 4.66, 18.69 20.00 8.05. 18.69 20.00 12.57, 18.69 20.00 17.03, 18.69, 20.00 18.69 20.00 19.39, 20.00 23.05 20.00 23.05. 34.91, 23.05, 34.91. Arr] Dep] Endl Dep] ] Endl Arr] Dep] Endl Ar] Dep] Endl Arr] Dep] Endl Dep] ] Endl Dep] ] Endl Dep] ] Endl Dep] Arl Endl A r] Endl AT] End] Dep Endl Dep] ] Dep] Ar 2 4.6 6 Dep (4.41, 3.79) 3.08 2 3 2.75 1.58 5.83 2.93 3.87 3 4 .66 3 8.0 5 Dep | (4.41) 3.79 3 4 7.01 4.26 10.80 4.97 10.65 3 8.05 4 12.57 0 4.41 4 Depo 1 Dep oo 5 5 15.17 15.17 8.16 8.16 19.58 8.78 32.2012.62 15.17 15.17 3 3 12.57 17.03 5 17.03 0 - 6 18.69 ( 18.69 5 6 15.17 8.16 32.20 12.62 15.17 3 17.03 19.39 Arr 1 (19.39) 18.69 1 5 6 15.17 8.16 32.20 12.62 15.17 3 17.73 [6, - 20.00 End (19.39) 18.69 5 6 15.17 8.16 32.20 12.62 15.78 3 18.34 [6, 18, Variables Statistical Accumulators Event Calendar Just-Finished Event Entity Time Event No. Type Attributes Arrival Times: (In Queue) In Service (0) B(6)| 0_ 1B Ewo wg. 0.00 0.00 0.00 0.00 ETS 0.00 0.00 0 ts: 0.00 0.00 le_ 0.00 Entity No., Time, Type [1, 0.00, Arr] [- 20.00, End] - 0.00 0 Init 0 0.00 0.00 Arr 0 0.00 1 0.00 0.00 0.00 0.00 0.00 0 0.00 2 1.73 Ari (1.73) 0.00 0 0.00 0.00 0.00 0.00 0.00 1.73 1 2.90 Dep 0 1 0 1.73 2 1.17 1.17 2.90 2.90 1.17 1 2 .90 3 3.08 Ar (3.08) 1. 73 2 1.17 1.17 2.90 2.901 .17 3.08 4 3.79 Arr 2 (3.79, 3.08) 1.73 2 1.17 1.17 2.90 2.90 1.88 2 3.79 5 4.41. Ar 3 1 (4.41, 3.79, 3.08) 1.73 1 2 1.17 1.17 2.90 2.90 3.12 3 4.41 1.73, 2.90, 20.00. 2.90, 3.08, 20.00 3.08, 4.66 20.00 3.79. 4.66. 20.00, 4.41, 4.66, 20.00 4.66, 18.69 20.00 8.05. 18.69 20.00 12.57, 18.69 20.00 17.03, 18.69, 20.00 18.69 20.00 19.39, 20.00 23.05 20.00 23.05. 34.91, 23.05, 34.91. Arr] Dep] Endl Dep] ] Endl Arr] Dep] Endl Ar] Dep] Endl Arr] Dep] Endl Dep] ] Endl Dep] ] Endl Dep] ] Endl Dep] Arl Endl A r] Endl AT] End] Dep Endl Dep] ] Dep] Ar 2 4.6 6 Dep (4.41, 3.79) 3.08 2 3 2.75 1.58 5.83 2.93 3.87 3 4 .66 3 8.0 5 Dep | (4.41) 3.79 3 4 7.01 4.26 10.80 4.97 10.65 3 8.05 4 12.57 0 4.41 4 Depo 1 Dep oo 5 5 15.17 15.17 8.16 8.16 19.58 8.78 32.2012.62 15.17 15.17 3 3 12.57 17.03 5 17.03 0 - 6 18.69 ( 18.69 5 6 15.17 8.16 32.20 12.62 15.17 3 17.03 19.39 Arr 1 (19.39) 18.69 1 5 6 15.17 8.16 32.20 12.62 15.17 3 17.73 [6, - 20.00 End (19.39) 18.69 5 6 15.17 8.16 32.20 12.62 15.78 3 18.34 [6, 18