Simplex method Directions: Answer the following Linear Programing Problems using the simplex method.1. Suppose a company manufactures three products from two raw materials where the amount of rawmaterial in each unit of each product is given.Product A9 lb.8 lb.Product B6 lb.5 lb.Product CRaw material IRaw material II4 lb.2 lb.If the company has available 150 pounds of raw material I and 200 pounds of raw material II, and ifthe profit for the three products are P250, P200, and P240, how much of each product should beproduced in order to maximize profit?2. Excalibur Farmhouse has been experimenting with a special diet for its racehorses. The feedcomponents available for the diet are a standard horse feed product, an enriched oat product and anew vitamin and mineral feed additive. The nutritional values in units per pound and the costs forthree feed components are summarized below:StandardEnriched OatNew AdditiveIngredient AIngredient BIngredient C0.80.20.01.01.53.00.10.62.0Cost per poundPO.25PO.50P3.00The minimum daily diet requirements for each horse are three units of ingredient A, six units ofingredient B, and 5 units of Ingredient C. In addition, to control the weight of the horses, the totaldaily feed for a horse should not exceed 6 pounds. Excalibur Farmhouse would like to determine theminimum cost mix that will satisfy the daily diet requirements.

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Directions: Answer the following Linear Programing Problems using the simplex method. 1. Suppose a company manufactures three products from two raw materials where the amount of raw material in each unit of each product is given. Raw material I |Raw material II Product A 9 lb. 8 lb. Product B 6 lb. Product C 4 lb. 2 lb. 5 lb. If the company has available 150 pounds of raw material I and 200 pounds of raw material II, and if the profit for the three products are P250, P200, and P240, how much of each product should be produced in order to maximize profit?

Directions: Answer the following Linear Programing Problems using the simplex method. 1. Suppose a company manufactures three products from two raw materials where the amount of raw material in each unit of each product is given. Raw material I |Raw material II Product A 9 lb. 8 lb. Product B 6 lb. Product C 4 lb. 2 lb. 5 lb. If the company has available 150 pounds of raw material I and 200 pounds of raw material II, and if the profit for the three products are P250, P200, and P240, how much of each product should be produced in order to maximize profit?

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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