ose the follow WORKSTATION WORKSTAN einget Now suppose the processing time for each workstation averages one minute, but varies along a uniform distribution ranging from 0.5 to 1.5 minutes (represented by 10.5,1.5)). 4. Qualitatively, how do you expect your answers to the three previous questions to change for this process? In this scenario, there is no uncertainty about the processing time of the two workstations. That is, each workstation takes exactly one minute to perform its tasks before sending the unit on. Click start to play the video below, and then use the Process Metrics data to answer questions 1, 2, and 3. Snapshot Worktion This Time 12.10 Time willian Bed Thanks Time 100 = 4,50 Tiene kan 1165 1 step Woryton Takime 100 Workstien 3.00 to 100 Woration Want Time Mention ishte w 2 step 1. What is the cycle time for this line? 2. What is the line's output during a 480-minute (8- hour) period? 3. What is the utilization of each workstation during the 480-minute period? Two-workstation line with variation Workstation A Yaskan 10.50 Tim unit: tinn: 7 Workstation Tash 1.00 18.341 mint in: Final Step wOTAON WO STATION 5. Why do the operating performance measures have the effect noted in Question 4? ose the follow WORKSTATION WORKSTAN einget Now suppose the processing time for each workstation averages one minute, but varies along a uniform distribution ranging from 0.5 to 1.5 minutes (represented by 10.5,1.5)). 4. Qualitatively, how do you expect your answers to the three previous questions to change for this process? In this scenario, there is no uncertainty about the processing time of the two workstations. That is, each workstation takes exactly one minute to perform its tasks before sending the unit on. Click start to play the video below, and then use the Process Metrics data to answer questions 1, 2, and 3. Snapshot Worktion This Time 12.10 Time willian Bed Thanks Time 100 = 4,50 Tiene kan 1165 1 step Woryton Takime 100 Workstien 3.00 to 100 Woration Want Time Mention ishte w 2 step 1. What is the cycle time for this line? 2. What is the line's output during a 480-minute (8- hour) period? 3. What is the utilization of each workstation during the 480-minute period? Two-workstation line with variation Workstation A Yaskan 10.50 Tim unit: tinn: 7 Workstation Tash 1.00 18.341 mint in: Final Step wOTAON WO STATION 5. Why do the operating performance measures have the effect noted in Question 4