1. A pharmacist produces a drug from two ingredients. Each ingredient con the same three antibiotics in different proportions. Each ingredients A produced results P80 in cost; each ingredient B results P50 in cost. The production of the antibiotics is dependent on the availability of limited resources. The resource requirements for the production are as follows. Antibiotics Resource Requirement Minimum Requirement Ingredient A Ingredient B Antibiotic 1 3 units 1 unit 6 Antibiotic 2 1 unit 1 unit 4

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Linear Programming
Graphical method
Examples:
1. A pharmacist produces a drug from two ingredients. Each ingredient contains
the same three antibiotics in different proportions. Each ingredients A
produced results P80 in cost; each ingredient B results P50 in cost. The
production of the antibiotics is dependent on the availability of limited
resources. The resource requirements for the production are as follows.
Antibiotics
Resource Requirement
Minimum
Requirement.
Ingredient A
Ingredient B
Antibiotic 1
3 units
1 unit
6
Antibiotic 2
1 unit
1 unit
4
Antibiotic 3
2 units
6 units
12
The company wants to determine the quantity of ingredient A and B that must go into
drug in order to meet the antibiotics minimum requirements at the minimum cost.
Transcribed Image Text:Linear Programming Graphical method Examples: 1. A pharmacist produces a drug from two ingredients. Each ingredient contains the same three antibiotics in different proportions. Each ingredients A produced results P80 in cost; each ingredient B results P50 in cost. The production of the antibiotics is dependent on the availability of limited resources. The resource requirements for the production are as follows. Antibiotics Resource Requirement Minimum Requirement. Ingredient A Ingredient B Antibiotic 1 3 units 1 unit 6 Antibiotic 2 1 unit 1 unit 4 Antibiotic 3 2 units 6 units 12 The company wants to determine the quantity of ingredient A and B that must go into drug in order to meet the antibiotics minimum requirements at the minimum cost.
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