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1. Steelco manufactures three types of steel at different plants. The time required to manufacture 1 ton of steel (regardless of type) and the costs at each plant are shown in Table 8. Each week, 100 tons of each type of steel (1, 2, and 3) must be produced. Each plant is open 40 hours per week. Formulate a balanced transportation problem to minimize the cost of meeting Steelco's weekly requirements. TABLE 8 Plant 1 2 3 Steel 1 60 50 43 Cost (S) Steel 2 40 30 20 Steel 3 28 30 20 Time (minutes) 20 16 15

1. Steelco manufactures three types of steel at different plants. The time required to manufacture 1 ton of steel (regardless of type) and the costs at each plant are shown in Table 8. Each week, 100 tons of each type of steel (1, 2, and 3) must be produced. Each plant is open 40 hours per week. Formulate a balanced transportation problem to minimize the cost of meeting Steelco's weekly requirements. TABLE 8 Plant 1 2 3 Steel 1 60 50 43 Cost (S) Steel 2 40 30 20 Steel 3 28 30 20 Time (minutes) 20 16 15

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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This is operation research question. Do it on excel with step by step process and formulate the column
1. Steelco manufactures three types of steel at different plants. The time required to manufacture 1 ton of steel (regardless of type) and the costs at each plant are shown in Table 8. Each week, 100 tons of each type of steel (1, 2, and 3) must be produced. Each plant is open 40 hours per week. Formulate a balanced transportation problem to minimize the cost of meeting Steelco's weekly requirements. TABLE 8 Plant 1 23 3 * Steel 1 60 50 43 Cost (S) Steel 2 40 30 20 Steel 3 28 30 20 (minutes) 20 16 15
Transcribed Image Text:1. Steelco manufactures three types of steel at different plants. The time required to manufacture 1 ton of steel (regardless of type) and the costs at each plant are shown in Table 8. Each week, 100 tons of each type of steel (1, 2, and 3) must be produced. Each plant is open 40 hours per week. Formulate a balanced transportation problem to minimize the cost of meeting Steelco's weekly requirements. TABLE 8 Plant 1 23 3 * Steel 1 60 50 43 Cost (S) Steel 2 40 30 20 Steel 3 28 30 20 (minutes) 20 16 15
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