PA $4-2($Algo$)$ Consider a process consisting of$...$

Consider a process consisting of three resources. Assume there exists unlimited demand for the product, and that all activities are

always performed in the following sequence.

Resource $1$ has a processing time of $6$ minutes per unit.

Resource $2$ has a processing time of $3$ minutes per unit.

Resource $3$ has a processing time of $5$ minutes per unit.

All three resources are staffed by one worker and each worker gets paid $$11$ per hour.

a$.$ What is the cost of direct labor?

$($Note: Do not round your intermediate calculations. Round your answer to $2$ decimal places.$)$ Cost of direct labor $\_\_\_$ per unit

b$.$ What is the labor content?

Labor content $\_\_\_$ minutes per unit

c$.$ How much idle time does the worker at resource $3$ have per unit?

Idle time $\_\_\_$ minute. d$.$ what is the average labor utilization? $($note do not round your intermediate calculations. round your answer to $2$ decimals$)$ Average labor utilization $\_\_\_$ percent. e$.$ assume the demand rate is $17$ units per hour. what is the takt time? $($note round your answer to $2$ decimal places$)$ takt time $\_\_\_$ minutes per unit. f$.$ assume the demand rate is $17$ units per hour. What is the target manpower? $($note do not round your intermediate calculations. round your answer to $2$ decimal places.$)$ Target manpower $\_\_\_$ employees.