$1.$ It takes a color printer $10$ seconds to print a large poster. What is the capacity of the printer expressed in posters per hour?

$2.$ A call center has one operator who answers incoming calls. It takes the operator $6$ minutes to answer one call. What is the capacity of the call center expressed in calls per hour

$3.$ Assume we get a capacity of $0\mathrm{.}008333$ customers$/$second$.$ So$,$ how many customers are there per hour

$4.$ Say we have a demand of $40$ units$/$hour$.$ Say $40$ customers want a sandwich each hour, but we only have capacity to make $30.$ What is the Flow rate?

$5.$ A primary care doctor has a capacity to see $16$ patients per day. The demand rate is$,$ however, only $12$ patients per day.$($a$)$ what is the flow rate?$($b$)$ What is the utilization of the doctor?$($c$)$ What is the cycle time, assuming a $10-$hour work day?$6.$ It takes a dentist $20$ minutes to see one patient. What is the capacity of the dentist expressed in patients per hour$7.$ A plumbing company has $8$ crews fielding repair calls. It takes a crew $2$ hours to complete one repair call $($including travel time and breaks$).$ What is the capacity of the plumbing company over the course of a $10-$ hour work day$\mathrm{.}8.$ A food truck can produce $20$ meals per hour. The demand rate is$,$ however, only $15$ meals per hour.$($a$)$ What is the flow rate$($b$)$ What is the utilization of the food truck?$($c$)$ What is the cycle time$9.$ Mr$.$ Ks is a very popular hair salon. It offers high quality hairstyling and physical relaxation services at a reasonable price, so it always has unlimited demand. The service process includes five activities that are conducted in the sequence described below $($ the time required for each activity is shown in parenthesis$)$:Activity $1$: Welcome a guest and offer homemade herb tea $(10$ minutes$)$Activity $2$: Wash and condition har $(10$ minutes$)$Activity $3$: Neck, shoulder, and back stress release massage $(10$ minutes$)$Activity $4$: Design and hair style and do the hair $(25$ minutes$)$Activity $5$: Ring up the guest bill $(5$ minutes$)$Each activity has one employee dedicated to it$.$ For the following questions, assume unlimited demand. Also assume that the employee at activity $1$ only admits new guests at the rate of the bottleneck.$($a$)$ Which resource is the bottleneck?$($b$)$ What is the capacity of the process?$($c$)$ What is the flow rate?$($d$)$ What is the utilization of the employee at activity $3($e$)$ What is the cycle time?