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2. A power plant has three boilers. If a given boiler is operated, it can be used to produce a quantity of steam (in tons) between the minimum and maximum given in Table 1. The cost of producing a ton of steam on each boiler is also given. Steam from the boilers is used to produce power on three turbines. If operated, each turbine can process an amount of steam (in tons) between the minimum and maximum given in Table 2. The cost of processing a ton of steam and the power produced by each turbine is also given. Formulate an IP that can be used to minimize the cost of producing 8,000 kwh of power. Table 1 Boiler Number Minimum Steam Maximum Steam Cost/Ton ($) 1 500 1,000 10 2 300 900 8 3 400 800 6 Table 2 Turbine Minimum Maximum kwh per Ton of Steam Processing Cost/Ton ($) Number 1 300 600 4 2 500 800 3 3 600 900 6. 4

2. A power plant has three boilers. If a given boiler is operated, it can be used to produce a quantity of steam (in tons) between the minimum and maximum given in Table 1. The cost of producing a ton of steam on each boiler is also given. Steam from the boilers is used to produce power on three turbines. If operated, each turbine can process an amount of steam (in tons) between the minimum and maximum given in Table 2. The cost of processing a ton of steam and the power produced by each turbine is also given. Formulate an IP that can be used to minimize the cost of producing 8,000 kwh of power. Table 1 Boiler Number Minimum Steam Maximum Steam Cost/Ton ($) 1 500 1,000 10 2 300 900 8 3 400 800 6 Table 2 Turbine Minimum Maximum kwh per Ton of Steam Processing Cost/Ton ($) Number 1 300 600 4 2 500 800 3 3 600 900 6. 4

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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2. A power plant has three boilers. If a given boiler is operated, it can be used to produce a quantity of steam (in tons) between the minimum and maximum given in Table 1. The cost of producing a ton of steam on each boiler is also given. Steam from the boilers is used to produce power on three turbines. If operated, each turbine can process an amount of steam (in tons) between the minimum and maximum given in Table 2. The cost of processing a ton of steam and the power produced by each turbine is also given. Formulate an IP that can be used to minimize the cost of producing 8,000 kwh of power. Table 1 Boiler Number Minimum Steam Maximum Steam Cost/Ton ($) 1 500 1,000 10 2 300 900 8 3 400 800 6. Table 2 Turbine Minimum Maximum kwh per Ton of Steam Processing Cost/Ton ($) Number 1 300 600 4 2 500 800 3 3 600 900 6. LO
Transcribed Image Text:2. A power plant has three boilers. If a given boiler is operated, it can be used to produce a quantity of steam (in tons) between the minimum and maximum given in Table 1. The cost of producing a ton of steam on each boiler is also given. Steam from the boilers is used to produce power on three turbines. If operated, each turbine can process an amount of steam (in tons) between the minimum and maximum given in Table 2. The cost of processing a ton of steam and the power produced by each turbine is also given. Formulate an IP that can be used to minimize the cost of producing 8,000 kwh of power. Table 1 Boiler Number Minimum Steam Maximum Steam Cost/Ton ($) 1 500 1,000 10 2 300 900 8 3 400 800 6. Table 2 Turbine Minimum Maximum kwh per Ton of Steam Processing Cost/Ton ($) Number 1 300 600 4 2 500 800 3 3 600 900 6. LO
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