Solution-Formulate and solve a linear programming model

Formulate and solve a linear programming model

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Reference no: EM132443453

Cal's Pints produces ale and beer. Production is limited by the following scarce resources: corn, hops, and malt. The brewery produces four different types of beer: golden ale, India Pale Ale (IPA), lager, and stout. Recipes for each require different proportions of resources, as shown in the table below:

	Corn (lbs.)	Hops (oz.)	Malt (lbs.)
Golden ale	5	4	30
IPA	6	6	30
Lager	8	5	35
Stout	10	6	40
Available	650	430	1780

The profits for a barrel of each type of beer are as follows: $13/barrel for golden ale, $16/barrel for IPA, $14/barrel for lager, and $18/barrel for stout.

Formulate and solve a linear programming model for this product mix application in order to answer the following questions: How many barrels of each kind of beer should Cal's Pints produce in order to maximize profit? What is the total profit that this combination of beers produced will yield.

Reference no: EM132443453

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Formulate and solve a linear programming model

Reference no: EM132443453

Reference no: EM132443453

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