production system consists of four serial automatic workstations. The first part

arrives at time zero, and then $($exactly$)$ every $9\mathrm{.}8$ minutes thereafter. All transfer times are

assumed to be zero and all processing times are constant. There are two types of failures: major

and jams. The data for this system are given in the table below $($all times are in minutes$).$ Use

exponential distributions for the uptimes and uniform distributions for repair

times $($for instance, repairing jams at Workstation $3$ is UNIF$(2\mathrm{.}8,4\mathrm{.}2)).$ Run your simulation for

$10,000$ minutes to determine the cycle time for the parts and instantaneous utilization for each

resources