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4. Sametronics, Inc., manufactures electronic component A at a cost of $3 and B at a cost of $1 per unit. The same components, however, can be purchased from the market at $4 and $2. respectively. Assembly scheduling requires a minimum of 2,000 units of product A and 4,000 units of product B per week. Both require the same time of two mechanical processes of which there are no more than 6,000 and 3,000 hours available each week. Under the stated conditions, should management make or purchase each product and in what quantities? Solve the problem by the simplex method.

4. Sametronics, Inc., manufactures electronic component A at a cost of $3 and B at a cost of $1 per unit. The same components, however, can be purchased from the market at $4 and $2. respectively. Assembly scheduling requires a minimum of 2,000 units of product A and 4,000 units of product B per week. Both require the same time of two mechanical processes of which there are no more than 6,000 and 3,000 hours available each week. Under the stated conditions, should management make or purchase each product and in what quantities? Solve the problem by the simplex method.

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
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4. Sametronics, Inc., manufactures electronic component A at a cost of $3 and B at a cost of $1 per unit. The same components, however, can be purchased from the market at $4 and $2, respectively. Assembly scheduling requires a minimum of 2,000 units of product A and 4,000 units of product B per week. Both require the same time of two mechanical processes of which there are no more than 6,000 and 3,000 hours available each week. Under the stated conditions, should management make or purchase each product and in what quantities? Solve the problem by the simplex method.
Transcribed Image Text:4. Sametronics, Inc., manufactures electronic component A at a cost of $3 and B at a cost of $1 per unit. The same components, however, can be purchased from the market at $4 and $2, respectively. Assembly scheduling requires a minimum of 2,000 units of product A and 4,000 units of product B per week. Both require the same time of two mechanical processes of which there are no more than 6,000 and 3,000 hours available each week. Under the stated conditions, should management make or purchase each product and in what quantities? Solve the problem by the simplex method.
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