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Dull electronics produces two models of sing-along radios. M

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Formulate each of the following as a Linear Programming Problem. Build the Linear Programming Model and solve using Graphical Method.

1. Dull electronics produces two models of sing-along radios. Model A needs 6 labor hours per unit. Model B needs 7.5 labor hours per unit. The labor capacity is 1200 hours. The maximum number of model B units that can be sold is 120. How many units of each model should the company manufacture in order to maximize the profit if model A contributes a profit of 200$ and model B contributes a profit of 300$

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Solution Summary

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Let x = number of model A
y = number of model B

6x + 7.5 y = 1200
y <= 120
Max Z = ...

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