There are three sequential operations (Station 1, Satiation 2, and Station 3) in a process. Incoming applications go to station 1 first, then to Station 2, finally to station 3, and then leave the process. There are 4 resources in Station 1, 3 resources in Station 2, and 3 resources in Station 3. The TOTAL capacity of these stations (including all the recourses of that station) per hour are 28, 21, and 9, respectively. Compute the THEORETICAL flow time. O 37 minutes. O 32 minutes. O 27 minutes. O 33.57 minutes. O 37.14 minutes.
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- Station 1 Machine A 20 min/unit Station 1 Machine B 20 min/unit Station 2 12 min/unit Station 3 8 min/unit A three station work cell is illustrated in the image above. A unit needs to be processed at either Machine A or Machine B for Station 1 (parallel lines, both lines doing the exact same thing). The unit is then processed at Stations 2 and 3 before leaving the work cell. The process time of each machine/station is indicated in the flowchart. What is the process time of this system measured in minutes/unit?The three-station work cell illustrated in the figure below has a product that must go through one of the two machines at station 1 (they are parallel) before proceeding to station 2. Capacity: 20 units/hr Station 1 Machine A Station 2 Station 3 Station 1 Сарacity: Сарacity: Machine B 5 units/hr 10 units/hr Capacity: 20 units/hr a) The bottleneck time of the system is minutes per unit (enter your response as a whole number). b) V is the bottleneck station. c) The throughput time is minutes (enter your response as a whole number). d) If the firm operates 11 hours per day, 5 days per week, the weekly capacity of this work cell is units (enter your response as a whole number).8 m 1 K Bill's Barbershop has two barbers available to cut customer's hair. Both barbers provide roughly the same experience and skill, but one is just a little bit slower than the other. The process flow below shows that all customers go through steps B1 and B2 and then can be served at either of the two barbers at step B3. The process ends for all customers at step B4. The numbers in parentheses indicate the minutes it takes that activity to process a customer. B1 (7) B2 (8) B3-a (10) B3-b (15) B4 (12) Q a. How long does it take the average customer to complete this process? minutes. (Enter your response rounded to one decimal place.) b. What single activity is the bottleneck for the entire process? B c. How many customers can this process serve in an hour? customers per hour. (Enter your response as an integer.)
- In the three-station process depicted in the figure below a product must go through one of the two machines at station 1 (they are parallel) before proceeding to station 2. (hr-hour, min-minutes) Capacity: 4 units/hr Station 1 Machine A Station 2 Station 3 Station 1 Machine B Capacity: Capacity: 12 units/hr 5 units/hr Capacity: 4 units/hr In one hour at most how many products the process can produce? O 5 units/hr 8 units/hr 12 units/hr O None of the aboveNumber of Processing Time for A Processing Time for B Processing Time for C (minutes) Resource Workers (minutes) (minutes) 1 2 2 2 4 4 5 1 15 3 2 6. 4A work cell at Chris Ellis Commercial Laundry hasa workstation with two machines, and each unit produced at thestation needs to be processed by both of the machines. (The sameunit cannot be worked on by both machines simultaneously.)Each machine has a production capacity of 4 un its per hour.What is the throughput time of the work cell?
- A work cell at Chris Ellis Commercial Laundryhas a workstation with two machines, and each unit producedat the station needs to be processed by both of the machines.(The same unit cannot be worked on by both machines simultaneously.) Each machine has a production capacity of 4units per hour. What is the throughput time of the work cell?A work cell in a local manufacturer has a workstation with 4 machines that form a line (Machine 1-Machine 2-Machine 3-Machine 4). Each unit needs to pass through each machine in order to be completed. Each machine has a production capacity of four units per hour. What is the process time of the work cell in minutes per unit? 15 4 8 16A company producing a standard line and a deluxe line of dishwashers has the following time requirements (in minutes) in departments where either model can be processed. Standard Deluxe Stamping 3 6 Motor Installation 10 10 Wiring 10 15 The standard models contribute $20 each and the deluxe $30 each to profits. Because the company produces other items that share resources used to make the dishwashers, the stamping machine is available only 30 minutes per hour, on average. The motor installation production line has 60 minutes available each hour. There are two lines for wiring, so the time availability is 90 minutes per hour. Write the formulation for this linear program. What are the optimal daily production quantities of each product and the optimal daily profit?
- The three-station work cell illustrated in the figure below has a product that must go through one of the two machines at station 1 (they are parallel) before proceeding to station 2. Capacity: 30 units/hr Station 1 Machine A Station 1 Machine B Capacity: 30 units/hr a) The bottleneck time of the system is is the bottleneck station. Station 2 Capacity: 5 units/hr Station 3 Capacity: 2 units/hr G minutes per unit (enter your response as a whole number). b) c) The throughput time is minutes (enter your response as a whole number). d) If the firm operates 8 hours per day, 5 days per week, the weekly capacity of this work cell is response as a whole number). units (enter yourA production line at V. J. Sugumaran's machine shophas three stations. The first station can process a unit in I 0 minutes.The second station has two identical machines, each of whichcan process a unit in 12 minutes. (Each unit only needs to be processedon one of the two machines.) The third station can processa unit in 8 minutes. Which station is the bottleneck station?A production line has three stations and the first station can process a unit in 10 minutes. The second station has two identical machines, each of which can process a unit in 12 minutes. The third station can process a unit in 8 minutes. What is the hourly capacity of this production line?