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Problem Statement The plant manager of a toy manufacturing plant has been given an order for 10,000 new toys with a shipping date 10 weeks from now. He currently has 8 machines that produce 100 toys per week per machine, assuming one shift of 40 hours per week. He needs to know if the machines need to run overtime to meet the order and if so how much overtime is necessary. The goal is to minimize overtime. Calculate how many toys the 8 machines will produce in 10 weeks working one 40 hour shift. Do the machines need to run additional shifts (each shift for each machine is 40 hours per week)? Write a formula for calculating the number of weeks with an extra shift to meet this order in 10 weeks. Now, in actuality, the machines have been known to produce on the average 2 defective toys in a week (one shift) per machine. Also, the machines periodically require maintenance. This occurs on the average of 1 machine down for maintenance per week (one shift), with the maintenance requiring 1 hour. With these uncertainties calculate the necessary extra weeks of overtime to meet the order.

Problem Statement The plant manager of a toy manufacturing plant has been given an order for 10,000 new toys with a shipping date 10 weeks from now. He currently has 8 machines that produce 100 toys per week per machine, assuming one shift of 40 hours per week. He needs to know if the machines need to run overtime to meet the order and if so how much overtime is necessary. The goal is to minimize overtime. Calculate how many toys the 8 machines will produce in 10 weeks working one 40 hour shift. Do the machines need to run additional shifts (each shift for each machine is 40 hours per week)? Write a formula for calculating the number of weeks with an extra shift to meet this order in 10 weeks. Now, in actuality, the machines have been known to produce on the average 2 defective toys in a week (one shift) per machine. Also, the machines periodically require maintenance. This occurs on the average of 1 machine down for maintenance per week (one shift), with the maintenance requiring 1 hour. With these uncertainties calculate the necessary extra weeks of overtime to meet the order.

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Problem Statement The plant manager of a toy manufacturing plant has been given an order for 10,000 new toys with a shipping date 10 weeks from now. He currently has 8 machines that produce 100 toys per week per machine, assuming one shift of 40 hours per week. He needs to know if the machines need to run overtime to meet the order and if so how much overtime is necessary. The goal is to minimize overtime. Calculate how many toys the 8 machines will produce in 10 weeks working one 40 hour shift. Do the machines need to run additional shifts (each shift for each machine is 40 hours per week)? Write a formula for calculating the number of weeks with an extra shift to meet this order in 10 weeks. Now, in actuality, the machines have been known to produce on the average 2 defective toys in a week (one shift) per machine. Also, the machines periodically require maintenance. This occurs on the average of 1 machine down for maintenance per week (one shift), with the maintenance requiring 1 hour. With these uncertainties calculate the necessary extra weeks of overtime to meet the order.
Transcribed Image Text:Problem Statement The plant manager of a toy manufacturing plant has been given an order for 10,000 new toys with a shipping date 10 weeks from now. He currently has 8 machines that produce 100 toys per week per machine, assuming one shift of 40 hours per week. He needs to know if the machines need to run overtime to meet the order and if so how much overtime is necessary. The goal is to minimize overtime. Calculate how many toys the 8 machines will produce in 10 weeks working one 40 hour shift. Do the machines need to run additional shifts (each shift for each machine is 40 hours per week)? Write a formula for calculating the number of weeks with an extra shift to meet this order in 10 weeks. Now, in actuality, the machines have been known to produce on the average 2 defective toys in a week (one shift) per machine. Also, the machines periodically require maintenance. This occurs on the average of 1 machine down for maintenance per week (one shift), with the maintenance requiring 1 hour. With these uncertainties calculate the necessary extra weeks of overtime to meet the order.
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