a) Sethoga Concrete Company produces concrete. Two ingredients in concrete are sand (costs R6 per kilogram) and gravel (costs R8 per kilogram). Sand and gravel together must make up exactly 75% of the weight of the concrete. Also, no more than 40% of the concrete can be sand and at least 30% of the concrete must be gravel. Each day, 2,000 kilograms of concrete are produced. Sethoga Concrete Company aims to minimize the cost of production of concrete. Formulate the problem as an Linear Programming (LP) problem.

a) Sethoga Concrete Company produces concrete. Two ingredients in concrete are sand (costs R6 per kilogram) and gravel (costs R8 per kilogram). Sand and gravel together must make up exactly 75% of the weight of the concrete. Also, no more than 40% of the concrete can be sand and at least 30% of the concrete must be gravel. Each day, 2,000 kilograms of concrete are produced. Sethoga Concrete Company aims to minimize the cost of production of concrete. Formulate the problem as an Linear Programming (LP) problem.

Name: a) Sethoga Concrete Company produces concrete. Two ingredients in con
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Description: a) Sethoga Concrete Company produces concrete. Two ingredients in concrete are sand (costsR6 per kilogram) and gravel (costs R8 per kilogram). Sand and gravel together must make upexactly 75% of the weight of the concrete. Also, no more than 40% of

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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