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9. Item WWW is produced in a transfer line. Determine daily output rate given the following processing times and unit transfer strategy between the machines.

9. Item WWW is produced in a transfer line. Determine daily output rate given the following processing times and unit transfer strategy between the machines.

Practical Management Science
Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
Section: Chapter Questions
Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...
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9. Item WWW is produced in a transfer line. Determine daily output rate given the following processing times and unit transfer strategy between the machines. 1 process 3nd process 5th process Machine J process 4th process Machine LL Machine D Machine RR Machine S Unit process .15 hr |.12 .18 .16 .12 time Note: 2 shifts work. 8 hours/shift. 10. How can we increase the output in the above problem? Discuss and show results. 11. Item YYY is processed on machine M1 first and then machine M2. The desired annual output is 5000 units. Unfortunately, there are quality issues and the scrap factor for M1 is 0.05 and for M2 is 0.10. Determine how many units we have to start the process with. 12. Repeat problem 11 if we could recover 2% of scraps on M1 and 4% of scraps on M2.
Transcribed Image Text:9. Item WWW is produced in a transfer line. Determine daily output rate given the following processing times and unit transfer strategy between the machines. 1 process 3nd process 5th process Machine J process 4th process Machine LL Machine D Machine RR Machine S Unit process .15 hr |.12 .18 .16 .12 time Note: 2 shifts work. 8 hours/shift. 10. How can we increase the output in the above problem? Discuss and show results. 11. Item YYY is processed on machine M1 first and then machine M2. The desired annual output is 5000 units. Unfortunately, there are quality issues and the scrap factor for M1 is 0.05 and for M2 is 0.10. Determine how many units we have to start the process with. 12. Repeat problem 11 if we could recover 2% of scraps on M1 and 4% of scraps on M2.
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