Linear Programming Exercise Use the Scipy module to solve the following problem. A person needs to decide the constituents of a diet which will fulfill the daily requirement of proteins, fiber, fats, and carbohydrates at the minimum cost. The choice is to be made from four different types of food. The yield of proteins, fiber, fats, and carbohydrates per unit of food is given below: food chicken ice cream tomato bread fats 4 8 2 1 carbohydrates 200 1 4 4 8 proteins minimum requirement How many units of chicken should be used? Truncate to integer. 320 8 1 2 4 400 How many units of ice cream should be used? Truncate to integer. How many units of tomato should be used? Truncate to integer. How many units of bread should be used? Truncate to integer. fiber 0 0 8 4 200 cost per unit 80 150 100 90

College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter6: Linear Systems
Section6.8: Linear Programming
Problem 21E: Making furniture Two woodworkers, Chase and Devin, get 100 for making a table and 80 for making a...
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Linear Programming
Exercise
Use the Scipy module to solve the following problem.
A person needs to decide the constituents of a diet which will fulfill the daily requirement of
proteins, fiber, fats, and carbohydrates at the minimum cost. The choice is to be made from four
different types of food. The yield of proteins, fiber, fats, and carbohydrates per unit of food is given
below:
food
chicken
ice cream
tomato
bread
minimum
requirement
fats
|4
8
12
1
200
carbohydrates
1
4
4
8
320
proteins
8
1
2
4
400
How many units of chicken should be used? Truncate to integer.
How many units of ice cream should be used? Truncate to integer.
How many units of tomato should be used? Truncate to integer.
How many units of bread should be used? Truncate to integer.
fiber
0
0
8
4
200
cost per unit
80
150
100
90
Transcribed Image Text:Linear Programming Exercise Use the Scipy module to solve the following problem. A person needs to decide the constituents of a diet which will fulfill the daily requirement of proteins, fiber, fats, and carbohydrates at the minimum cost. The choice is to be made from four different types of food. The yield of proteins, fiber, fats, and carbohydrates per unit of food is given below: food chicken ice cream tomato bread minimum requirement fats |4 8 12 1 200 carbohydrates 1 4 4 8 320 proteins 8 1 2 4 400 How many units of chicken should be used? Truncate to integer. How many units of ice cream should be used? Truncate to integer. How many units of tomato should be used? Truncate to integer. How many units of bread should be used? Truncate to integer. fiber 0 0 8 4 200 cost per unit 80 150 100 90
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