Dr$.$ OM $321\text{'}$s office has one waiting area, $1$ testing area, and $3$ examination rooms. There is $1$

receptionist $($Abby$),1$ technician $($Bobby$),$ and $2$ doctors. The process is as follows:

Step $1$: Check in $($Abby$,$ avg $4$min $)$

Step $2$: Waiting area $($avg $5$min $)$ until Bobby takes the patient to testing area

Step $3$: Testing area $($Bobby$,$ avg $10$min $)$

Step $4$: Wait in the exam room until an available doctor $($avg $7$min $).$

A visit with either doctor lasts $25$min on avg.

Step $5$: Check out $($Abby$,$ avg $4$min $),$ and patient departs the clinic.

I. Determine:

Total capacity of each resource $($in jobs$/$hour$)$ for:

Abby:

Bobby:

Doctor:

the process capacity $($in jobs$/$hour$)$

II$.$ Determine the utilization of each resource:

Abby:

Bobby:

Doctor:

Which resource is the bottleneck resource?

III. On average, how many patients are in the clinic at any given time?