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2.14 Consider Problem 2.13 where, in this case, each process is capable of rework. Given the information in the following table, what is the input required to satisfy a demand of 1,000 units? Process 1 2 3 Defect Rate 3% 5% 7% Rework Rate 60% 75% 80% Suppose that scrap costs are negligible, and rework costs are $2, S3, and $4, respec- tively. Calculate the rework cost for producing the 1,000 units. What happens to the re- work cost if the scrap rates on processes 1 and 3 are reversed? Does this result agree with that of Problem 2.13?

2.14 Consider Problem 2.13 where, in this case, each process is capable of rework. Given the information in the following table, what is the input required to satisfy a demand of 1,000 units? Process 1 2 3 Defect Rate 3% 5% 7% Rework Rate 60% 75% 80% Suppose that scrap costs are negligible, and rework costs are $2, S3, and $4, respec- tively. Calculate the rework cost for producing the 1,000 units. What happens to the re- work cost if the scrap rates on processes 1 and 3 are reversed? Does this result agree with that of Problem 2.13?

Algebra and Trigonometry (MindTap Course List)
Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter10: Systems Of Equations And Inequalities
Section10.FOM: Focus On Modeling: Linear Programming
Problem 14P
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2.14 Consider Problem 2.13 where, in this case, each process is capable of rework. Given the information in the following table, what is the input required to satisfy a demand of 1,000 units? Process 1 2 3 Defect Rate 3% 5% 7% Rework Rate 60% 75% 80% Suppose that scrap costs are negligible, and rework costs are $2, $3, and $4, respec- tively. Calculate the rework cost for producing the 1,000 units. What happens to the re- work cost if the scrap rates on processes 1 and 3 are reversed? Does this result agree with that of Problem 2.13?
Transcribed Image Text:2.14 Consider Problem 2.13 where, in this case, each process is capable of rework. Given the information in the following table, what is the input required to satisfy a demand of 1,000 units? Process 1 2 3 Defect Rate 3% 5% 7% Rework Rate 60% 75% 80% Suppose that scrap costs are negligible, and rework costs are $2, $3, and $4, respec- tively. Calculate the rework cost for producing the 1,000 units. What happens to the re- work cost if the scrap rates on processes 1 and 3 are reversed? Does this result agree with that of Problem 2.13?
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