Project 1

Each group (min. 4 persons & max. 7 persons) should develop a program (using any programming language) to solve the ATM waiting line problem given the following assumptions:

1- The number of ATMs is a variable given by the user.

2- The service time of all ATMs is constant and equals to 10 min.

3. The inter-arrival time is represented by a uniform probability distribution ranging from 0.5 to 1.5 min.

4. The first customer always arrive at time zero.

5. Simulate the model for 10,000 customers.

Compute all the relevant output measures (as indicated in the book).

N.B. Ignore the start-up period.

Deadline: 12 May