c$.$ What is the expected waiting time $($in hours$)$ for the system $(W)?$

Waiting time$($in hours$)$

d$.$ What is the expected number of customers in the queue $(L_q)?$

Number of customers$($queue$)$

e$.$ What is the expected waiting time $($in hours$)$ in the queue $(W_q)?$

Waiting time$($queue$)$In an $\frac{M}{M}\frac{?}{?}$ queueing system, the arrival rate is $6$ customers per hour and the service rate is $8$ customers per hour. If the service

process is automated $($resulting in no variation in service times but the same service rate$),$ what will be the resulting performance

measurements?

Note: Round your answers to $3$ decimal places.

a$.$ What is the utilization?

Utilization

b$.$ What is the expected number of customers in the system $(L)?$

Number of customers

c$.$ What is the expected waiting time $($in hours$)$ for the system $(W)?$

Waiting time$($in hours$)$