The table below provided information on the tasks required to process a unit.

Design a process capable of completing $6$ units in an hour with the fewest possible number of workstations. Begin by

assigning tasks to workstation $1,$ then workstation $2$ and so forth.

Answer the questions on this page by referencing the process you designed.

What is the minimum number or workstations that can achieve the desired output rate?

workstations

What is the hourly capacity of workstation $2?$

units per hour

Task $E$ is assigned to which workstation? Workstation

$($Please enter the number in the field.$)$

What is the capacity utilization ratio of workstation $4?$ CUR of workstation $4=$

Which workstation dictates the output rate of the process? Workstation

$($Please enter the number in the field.$)$

If the workstations process sequentially, what is the throughput time?

minutes