a. 1. A bank has two clerk (Ali and Veli) and has three additional customers to wait (Ali is the first server). Customers arriving when the one of the clerks is free and go there to transact business. If servers and three additional customer area are full, customer leave from the system. FIFO is working in here. The times between arrivals and the service time distributions has been given in Excel spreadsheet. You will make 10 runs and 5 replications for your simulation. a. Please just for your first 10 run (Your 1. Replication) show that it is uniform and independent b. Run your simulation for 10 runs and make 5 replications. Make the calculation of time service begin, who serves, customer spent time in system, delay times and service completion times and then find the performances stated below. i. The average time waiting for a customer? ii. The probability that a customer has to wait in a queue? iii. Probability of idle server? iv. The average service time of Ali and Veli? v. The average time between arrivals? c. When you find the results determine that %90 confidence interval for Ali's average service time according to 5 replications. d. What kind of a queue it is? Find the value of effective arrival rate. 17050311009 EMINE AYCA GNBAY All's Service Times R.V Vell's Service Time Rv Interarriv Probabs Arc Serv Probabs Vells Ser Probab Internival Times R.V. 83 78 0.09 0.2 10.12 22 94 17 1 0.17 10.4 0.28 21 99 68 2 0.27 10.4 99 52 3 0.2 14 10.12 14 0.2 39 8 9 4 0.15 72 36 10 15 10.12 54 65 31 57 62 7 71 44 62 75 53 89 99 25 65 180 20 46 25 99 25 58 5 40 13 22 96 18 15 64 24 26 97 66 87 11 80 Sz 67 74 76 58 17 19 46 14 83 70 27 24 2 77 174 19 93 11 68 22 10 33 3 45 65 39 73 68 812 leo 90 84 14 44 0 42 6 66 18 51 42 50 20 90 47 38 22 72 34 61 5 13 72 32 27 81 95 10 31 79 29 71 46 72 87 24 79 30 62 79 55 17 71 98 54 72 70 0 44 40 36 54 31 eo 56 o 39 alfa value is 0.05 a. 1. A bank has two clerk (Ali and Veli) and has three additional customers to wait (Ali is the first server). Customers arriving when the one of the clerks is free and go there to transact business. If servers and three additional customer area are full, customer leave from the system. FIFO is working in here. The times between arrivals and the service time distributions has been given in Excel spreadsheet. You will make 10 runs and 5 replications for your simulation. a. Please just for your first 10 run (Your 1. Replication) show that it is uniform and independent b. Run your simulation for 10 runs and make 5 replications. Make the calculation of time service begin, who serves, customer spent time in system, delay times and service completion times and then find the performances stated below. i. The average time waiting for a customer? ii. The probability that a customer has to wait in a queue? iii. Probability of idle server? iv. The average service time of Ali and Veli? v. The average time between arrivals? c. When you find the results determine that %90 confidence interval for Ali's average service time according to 5 replications. d. What kind of a queue it is? Find the value of effective arrival rate. 17050311009 EMINE AYCA GNBAY All's Service Times R.V Vell's Service Time Rv Interarriv Probabs Arc Serv Probabs Vells Ser Probab Internival Times R.V. 83 78 0.09 0.2 10.12 22 94 17 1 0.17 10.4 0.28 21 99 68 2 0.27 10.4 99 52 3 0.2 14 10.12 14 0.2 39 8 9 4 0.15 72 36 10 15 10.12 54 65 31 57 62 7 71 44 62 75 53 89 99 25 65 180 20 46 25 99 25 58 5 40 13 22 96 18 15 64 24 26 97 66 87 11 80 Sz 67 74 76 58 17 19 46 14 83 70 27 24 2 77 174 19 93 11 68 22 10 33 3 45 65 39 73 68 812 leo 90 84 14 44 0 42 6 66 18 51 42 50 20 90 47 38 22 72 34 61 5 13 72 32 27 81 95 10 31 79 29 71 46 72 87 24 79 30 62 79 55 17 71 98 54 72 70 0 44 40 36 54 31 eo 56 o 39 alfa value is 0.05