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As the manager of the TV division of a major company you must decide the daily production schedule of television sets. Basically two types of sets are produced: black and white and color. Profit on black and white sets is $20 per set while the profit on a color set is $50 per set. Because the company still wants to offer low price models, at least 25% of the sets must be black and white. Suppose each set must pass through two phases of production: the manufacturing and the packaging of the set. There are 40 man-hours available daily in the manufacturing phase, 16 man-hours available in the packaging phase. Each black and white set requires 12 minutes to manufacture whereas each color set requires 24 minutes to manufacture. Packaging requires 6 minutes per set for either model. Formulate a linear programming model for this problem.
Decision variables:
Objective function:
Constraints:
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