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Question: 1. An aircraft manufacturer fitting out the interior of a plane can use two fitments A and B, which contain components X, Y and Z in the following quantities:

1 unit of A contains 3 units of X, 4 units of Y plus 2 units of Z

1 unit of B contains 6 units of X, 5 units of Y plus 8 units of Z

The aircraft design is such that there must be at least 540 units of X, 600 units of Y and 480 units of Z in total in the plane. If each unit of A weighs 4 kg and each unit of B weighs 6 kg, what combination of A and B will minimize the total weight of these fitments in the plane?

2. Construct your own linear programming problem involving the minimization of an objective function and then solve it.

Microeconomics, Economics

  • Category:- Microeconomics
  • Reference No.:- M92290785

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