Problem:

The system is a singl server queuing system with the crew as the server and machines as the customers. The service time has a triangular distribution (X1,0),(X2,Y2) hours and inter arrival time distribution has an exponential distribution with a mean of 1/alpha hours. The kendall lee notation is M/M/s=1/FCFS/infinity/infinity. The X1, X2, Y2 values are selected using 107505 student identification number.

X1 is the lowest number of your student identification number.

X2 is the highest number of your student indentification number.

Y2 is to be computed according to the area of the triangle.

1/alpha is the average of your id student number.

Construct a table using the lonte carlo simulation method and hand simulate for 25 customers.

a. Determine the random numbers. You must show the random numbers

b. Construct a table for the arrivals and service times.

c. Run the hand simulation.

d. Calculate the average utilization rate of traffic intensity

e. The average time (W) a student is in the system.

f. The average time (Wq) a student is in the line waiting for service.

simularion table below

Simulation Table - add rows as needed