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Q1/ One of the dairy canning companies wants to set up a special program for the production of cheese, as it decided to produce two types of cheese, each of which consists of a mixture of ingredients that are manufactured in special machines to become ready for use. The cost of the first type of cheese is 41 dinars, and the cost of the second type is 35 dinars. Each of the two types of cheese contains four components. The manufacture of cheese of the first type requires a mixture of (2, 1, 5, 0.6) and the second type (3, 1, 3, 0.25) units of the components (D, C, B, A). on the sequence. The weekly needs of foodstuffs (D, C, B, A) that are supposed to be provided for the cheese industry are (1250, 250, 900, 232.5) kg, respectively. Required: 1- Formulate a mathematical model for this problem. 2- The quantity of cheese production of the first and second types to obtain .the highest return using the graph method

Q1/ One of the dairy canning companies wants to set up a special program for the production of cheese, as it decided to produce two types of cheese, each of which consists of a mixture of ingredients that are manufactured in special machines to become ready for use. The cost of the first type of cheese is 41 dinars, and the cost of the second type is 35 dinars. Each of the two types of cheese contains four components. The manufacture of cheese of the first type requires a mixture of (2, 1, 5, 0.6) and the second type (3, 1, 3, 0.25) units of the components (D, C, B, A). on the sequence. The weekly needs of foodstuffs (D, C, B, A) that are supposed to be provided for the cheese industry are (1250, 250, 900, 232.5) kg, respectively. Required: 1- Formulate a mathematical model for this problem. 2- The quantity of cheese production of the first and second types to obtain .the highest return using the graph method

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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Q1/ One of the dairy canning companies wants to set up a special program for the production of cheese, as it decided to produce two types of cheese, each of which consists of a mixture of ingredients that are manufactured in special machines to become ready for use. The cost of the first type of cheese is 41 dinars, and the cost of the second type is 35 dinars. Each of the two types of cheese contains four components. The manufacture of cheese of the first type requires a mixture of (2, 1, 5, 0.6) and the second type (3, 1, 3, 0.25) units of the components (D, C, B, A). on the sequence. The weekly needs of foodstuffs (D, C, B, A) that are supposed to be provided for the cheese industry are (1250, 250, 900, 232.5) kg, respectively. Required: 1- Formulate a mathematical model for this problem. 2- The quantity of cheese production of the first and second types to obtain .the highest return using the graph method
Transcribed Image Text:Q1/ One of the dairy canning companies wants to set up a special program for the production of cheese, as it decided to produce two types of cheese, each of which consists of a mixture of ingredients that are manufactured in special machines to become ready for use. The cost of the first type of cheese is 41 dinars, and the cost of the second type is 35 dinars. Each of the two types of cheese contains four components. The manufacture of cheese of the first type requires a mixture of (2, 1, 5, 0.6) and the second type (3, 1, 3, 0.25) units of the components (D, C, B, A). on the sequence. The weekly needs of foodstuffs (D, C, B, A) that are supposed to be provided for the cheese industry are (1250, 250, 900, 232.5) kg, respectively. Required: 1- Formulate a mathematical model for this problem. 2- The quantity of cheese production of the first and second types to obtain .the highest return using the graph method
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