a)
To determine: The minimum and maximum cycle time.
Introduction:
Range of output:
The range of output is the range within which the daily output is likely to occur. It is dependent on the minimum and maximum cycle time.
b)
To determine: The range of output.
Introduction:
Range of output:
The range of output is the range within which the daily output is likely to occur. It is dependent on the minimum and maximum cycle time.
c)
To determine: The minimum number of workstations if the maximum output is selected per day.
Range of output:
The range of output is the range within which the daily output is likely to occur. It is dependent on the minimum and maximum cycle time.
d)
To determine: The cycle time for the output of 125 units per day.
Range of output:
The range of output is the range within which the daily output is likely to occur. It is dependent on the minimum and maximum cycle time.
e)
To determine: The output for the given cycle time.
Range of output:
The range of output is the range within which the daily output is likely to occur. It is dependent on the minimum and maximum cycle time.
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EBK OPERATIONS MANAGEMENT
- The Simple process has 4 steps. Step 1 & 3 has two resource units, while Step 2 and 3 only has one. The time it takes each resource unit to complete the step is also shown on the diagram. I need help understanding these and the steps that needs to be taken to answer these questions (i) What is the total capacity of the resource units in (units/hr) at each step? (ii) At which of the four steps is there a bottleneck resource pool? (iii) What is the overall process capacity? (iv) If 300 units/hr worth of raw materials flowed into the process, what would be thethroughput of the process?arrow_forwardStanford Rosenberg Computing wants to establish an assembly line for producing a new product, the Personal Digital Assistant (PDA). The tasks, task times, and immediate predecessors for the tasks are as follows: Task Time (sec) Immediate Predecessor A 11 − B 15 A C 7 A D 4 B, C E 20 D Rosenberg's goal is to produce 170 PDAs per hour. a) The cycle time for the production of a PDA = enter your response here seconds (round your response to two decimal places). b) The theoretical minimum number of workstations that Rosenberg can achieve in this assembly line=enter your response here (round your response up to the next whole number). c) For one to assign the tasks to the actual workstations and be able to use the "theoretical minimum" number, the activity assignment should be: Workstation # Tasks Assigned to…arrow_forwardAn assembly line is to be designed to operate 7½ hours per day and supply a steady demand of 300 units per day. Here are the tasks and their performance times: TASK PRECEDING TASKS PERFORMANCETIME (SECONDS) A — 70 B — 40 C — 45 D A 10 E B 30 F C 20 G D 60 H E 50 I F 15 J G 25 K H, I 20 L J, K 25 What is the workstation cycle time required to meet the desired output rate? What is the theoretical minimum number of workstations required to meet the desired output rate? Note: Round up your answer to the next whole number. Assign tasks to workstations using the longest operating time. What is the efficiency of your line balance, assuming it is running at the cycle time determined in part b? Note: Round your answer to 1 decimal place. Suppose demand increases by 10 percent. How would you react to this? Assume that you can operate only 71/2 hours per day. Note: Round your answer for cycle time down to the nearest whole number. Round your…arrow_forward
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