2. A patient in a hospital is required to have at least 84 units of drug A and 120 units of drug B each day (assume that an over-dosage of either drug is harmless). Each gram of substance M contains 10 units of drug A and 8 units of drug B, and each gram of substance N contains 2 units of drug A and 4 units of drug B. Now suppose both M and N contain an undesirable drug C, 3 units per gram in M and 1 unit per gram in N. a) How many grams of each substances M and N should be mixed to meet the minimum daily requirements and at the same time minimize the intake of drug C? b) How many units of the undesirable drug C will be in the mixture?
2. A patient in a hospital is required to have at least 84 units of drug A and 120 units of drug B each day (assume that an over-dosage of either drug is harmless). Each gram of substance M contains 10 units of drug A and 8 units of drug B, and each gram of substance N contains 2 units of drug A and 4 units of drug B. Now suppose both M and N contain an undesirable drug C, 3 units per gram in M and 1 unit per gram in N. a) How many grams of each substances M and N should be mixed to meet the minimum daily requirements and at the same time minimize the intake of drug C? b) How many units of the undesirable drug C will be in the mixture?
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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This question is about Linear Programming. Please provide me with the full solutions for the question a) and b). Thanks in advance :D
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