ASSIGNMENT 2D- Minimization of Profit (Graphical Method) An animal food producer mixes two types of animal food: x and y. each unit of x costs P100 and contains 40 grams of fat, 20 grams of protein and 1,600 calories. Each unit of y cost P80 and contains 60 grams of fat, 60 grams of protein and 1,200 calories. Suppose the producer wants each unit of the final product to yield at least 360 grams of fat, at least 240 grams of protein and at least 9,600 calories, how many of each type of grain should the producer use to minimize his cost. What is the cost?
ASSIGNMENT 2D- Minimization of Profit (Graphical Method) An animal food producer mixes two types of animal food: x and y. each unit of x costs P100 and contains 40 grams of fat, 20 grams of protein and 1,600 calories. Each unit of y cost P80 and contains 60 grams of fat, 60 grams of protein and 1,200 calories. Suppose the producer wants each unit of the final product to yield at least 360 grams of fat, at least 240 grams of protein and at least 9,600 calories, how many of each type of grain should the producer use to minimize his cost. What is the cost?
Practical Management Science
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ISBN:9781337406659
Author:WINSTON, Wayne L.
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
Transcribed Image Text:ASSIGNMENT 2D- Minimization of Profit (Graphical Method)
An animal food producer mixes two types of animal food: x and y. each unit of x costs P100 and
contains 40 grams of fat, 20 grams of protein and 1,600 calories. Each unit of y cost P80 and contains 60
grams of fat, 60 grams of protein and 1,200 calories. Suppose the producer wants each unit of the final
product to yield at least 360 grams of fat, at least 240 grams of protein and at least 9,600 calories, how
many of each type of grain should the producer use to minimize his cost. What is the cost?
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