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An Icelandic horse farmer would like to supply her animals with sufficient vitamins A, B, C and D. Two types of feed, Isil and Isi2, are available for this purpose. The prices of both types of feed (in € per 100 g), the vitamins they contain (in mg per 100g of feed) and the minimum requirement of vitamins per Icelandic horse (in mg per day) are given in the following table. AB C costs 6 7 6 3 1.50 10 9 1.00 Isil Isi2 1 minimum requirement per horse 22 71 120 72 How must the breeder compose her feed from the two different feed types in order to keep the financial expenditure for this as low as possible and at the same time cover the vitamin requirements of the Icelandic horses? It should be noted that an Icelandic horse may not receive more than 2 kg feed per day. (a) Set up the optimisation problem (objective function/target, constraints, non-negativity con- straints). (b) Draw the feasible set and determine the vertices.

An Icelandic horse farmer would like to supply her animals with sufficient vitamins A, B, C and D. Two types of feed, Isil and Isi2, are available for this purpose. The prices of both types of feed (in € per 100 g), the vitamins they contain (in mg per 100g of feed) and the minimum requirement of vitamins per Icelandic horse (in mg per day) are given in the following table. AB C costs 6 7 6 3 1.50 10 9 1.00 Isil Isi2 1 minimum requirement per horse 22 71 120 72 How must the breeder compose her feed from the two different feed types in order to keep the financial expenditure for this as low as possible and at the same time cover the vitamin requirements of the Icelandic horses? It should be noted that an Icelandic horse may not receive more than 2 kg feed per day. (a) Set up the optimisation problem (objective function/target, constraints, non-negativity con- straints). (b) Draw the feasible set and determine the vertices.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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An Icelandic horse farmer would like to supply her animals with sufficient vitamins A, B, C and D. Two types of feed, Isil and Isi2, are available for this purpose. The prices of both types of feed (in € per 100 g), the vitamins they contain (in mg per 100g of feed) and the minimum requirement of vitamins per Icelandic horse (in mg per day) are given in the following table. А В C D costs Isil 7 3 1.50 Isi2 1 4 10 9. 1.00 minimum requirement per horse 22 71 120 72 How must the breeder compose her feed from the two different feed types in order to keep the financial expenditure for this as low as possible and at the same time cover the vitamin requirements of the Icelandic horses? It should be noted that an Icelandic horse may not receive more than 2 kg feed per day. (a) Set up the optimisation problem (objective function/target, constraints, non-negativity con- straints). (b) Draw the feasible set and determine the vertices.
Transcribed Image Text:An Icelandic horse farmer would like to supply her animals with sufficient vitamins A, B, C and D. Two types of feed, Isil and Isi2, are available for this purpose. The prices of both types of feed (in € per 100 g), the vitamins they contain (in mg per 100g of feed) and the minimum requirement of vitamins per Icelandic horse (in mg per day) are given in the following table. А В C D costs Isil 7 3 1.50 Isi2 1 4 10 9. 1.00 minimum requirement per horse 22 71 120 72 How must the breeder compose her feed from the two different feed types in order to keep the financial expenditure for this as low as possible and at the same time cover the vitamin requirements of the Icelandic horses? It should be noted that an Icelandic horse may not receive more than 2 kg feed per day. (a) Set up the optimisation problem (objective function/target, constraints, non-negativity con- straints). (b) Draw the feasible set and determine the vertices.
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