A local manufacturer makes its dog treats using two different flavors: Beef (B) & Chicken (C).Each Beef treat (B) costs $15 a bag to produce & each Chicken treat (C) costs $31 a bag to produce.The company's goal is to minimize its costs.To create the dog treats, each of the 2 flavor products must contain a certain number of units ofFiber, Meat, and Vitamins (as shown in the table below) and they must contain at least 600 units ofFiber, at most 1800 units of Meat, and no more than 3600 units of Vitamins in order for the blend tobe effective.BeefFiberMeat12Vitamins 1612Chicken4618Based on the information given above, what is the minimum cost of the blend if the companyproduces at the optimal amount?

Answered: Image /qna-images/answer/5d67f4a9-647e-48c3-a922-fce7c98fb89b.jpg

Answered: A local manufacturer makes its dog…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Bill is trying to plan a meal to meet specific nutritional goals. He wants to prepare a meal containing rice, tofu, and peanuts that will provide 132 grams of carbohydrates, 150 grams of fat, and 134 grams of protein. He knows that each cup of rice provides 40 grams of carbohydrates, 0 grams of fat, and 1 grams of protein. Each cup of tofu provides 5 grams of carbohydrates, 15 grams of fat, and 20 grams of protein. Finally, each cup of peanuts provides 27 grams of carbohydrates, 75 grams of fat, and 32 grams of protein. How many cups of rice, tofu, and peanuts should he eat? cups of rice: cups of tofu: cups of peanuts:
For a given week, Debra's Coffee House has available 1728 ounces of A grade coffee and 1760 ounces of B grade coffee. These are blended into 1-pound packages as follows: an economy blend that contains 2 ounces of A grade coffee and 10 ounces of B grade coffee, and a superior blend that contains 9 ounces of A grade coffee and 2 ounces of B grade coffee. (The remainder of each blend is made of filler ingredients.) There is a $3 profit on each economy blend package sold and a $4 profit on each superior blend package sold. Assuming that the coffee house is able to sell as many blends as it makes, how many packages of each blend should it make to maximize its profit for the week?
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A female bodybuilder is designing her diet leading up to a competition. To meet her macronutrient goals, she needs to consume at least 240 grams of protein and at least 30 grams of fat per day. Additionally, she needs to eat at most 120 grams of carbohydrates per day. Her goal is to meetthese goals while minimizing her sodium intake. She plans to eat only three foods: eggs, white rice, and oatmeal. Each serving of eggs has 6 grams of protein, 5 grams of fat, and no carbohydrates. Each serving of white rice has 4 grams of protein, no fat, and 40 grams of carbohydrates. Finally,each serving of oatmeal has 6 grams of protein, 3 grams of fat, and 20 grams of carbohydrates. The eggs, white rice, and oatmeal has 60, 2, and 80 units of sodium respectively. What I Have: (a) Define the decision variables.(b) What is the objective? (c) Give all constraints for this linear programming problem.(d) Give all constraints for this linear programming problem so that all inequalities are in ≤ form.(e)…
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