(a) In a manufacturing process, the final product has a requirement that it must weigh exactly 150 kgs. The two raw materials used are A, with cost of Php 6 per unit and B, with a cost of Php 12 per unit. At least 15 units of B and no more than 20 units of A must be used. Each unit A weighs 4 kgs; each unit of b weighs 10 kgs. How much of each type of raw material should be used for each unit of final product to minimize cost?
(a) In a manufacturing process, the final product has a requirement that it must weigh exactly 150 kgs. The two raw materials used are A, with cost of Php 6 per unit and B, with a cost of Php 12 per unit. At least 15 units of B and no more than 20 units of A must be used. Each unit A weighs 4 kgs; each unit of b weighs 10 kgs. How much of each type of raw material should be used for each unit of final product to minimize cost?
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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Solve the following linear programming problems.

Transcribed Image Text:(a) In a manufacturing process, the final product has a requirement that it must weigh exactly
150 kgs. The two raw materials used are A, with cost of Php 6 per unit and B, with a cost of
Php 12 per unit. At least 15 units of B and no more than 20 units of A must be used. Each
unit A weighs 4 kgs; each unit of b weighs 10 kgs. How much of each type of raw material
should be used for each unit of final product to minimize cost?
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