Setup The Model For the following Linear Programming Problem: A chemical firm makes two types of industrial solvents, S1 and S2. Each solvent is a mixture of three chemicals. Each Item of S1 requires 15L of chemical A, 11L of chemical B, and 20L of chemical C. Each Item of S2 requires 14L of chemical A, 25L of chemical B, and 31L of chemical C. The profit per Item of S1 is $200, and the profit per Item of S2 is $175. The inventory of the company shows 680 L of chemical A, 380 L of chemical B, and 820 L of chemical C. Assuming the company can sell all the solvent it makes, find the number of Item of each solvent that the company should make to maximize profit. Maximize: P=200x1+175x2 15x1+14x2≤680 11x1+25x2≤380 20x1+31x2≤820 x1,x2≥0

Setup The Model For the following Linear Programming Problem: A chemical firm makes two types of industrial solvents, S1 and S2. Each solvent is a mixture of three chemicals. Each Item of S1 requires 15L of chemical A, 11L of chemical B, and 20L of chemical C. Each Item of S2 requires 14L of chemical A, 25L of chemical B, and 31L of chemical C. The profit per Item of S1 is $200, and the profit per Item of S2 is $175. The inventory of the company shows 680 L of chemical A, 380 L of chemical B, and 820 L of chemical C. Assuming the company can sell all the solvent it makes, find the number of Item of each solvent that the company should make to maximize profit. Maximize: P=200x1+175x2 15x1+14x2≤680 11x1+25x2≤380 20x1+31x2≤820 x1,x2≥0

Electricity for Refrigeration, Heating, and Air Conditioning (MindTap Course List)

10th Edition

ISBN:9781337399128

Author:Russell E. Smith

Publisher:Russell E. Smith

Chapter17: Commercial And Industrial Air-conditioning Control Systems

Section: Chapter Questions

Problem 22RQ

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