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Exercise on Linear Programming: Graphical Method The Westmoreland Company produces two brands of rabbit called Diet-Sup and Gro-More. Contribution from Diet-Sup is $1.50 per 7-pound

Exercise on Linear Programming: Graphical Method The Westmoreland Company produces two brands of rabbit called Diet-Sup and Gro-More. Contribution from Diet-Sup is $1.50 per 7-pound bag while Gro-More yields a contribution of $1.10 per 3-pound bag. Both products are blended from two basic ingredients - a protein source and a carbohydrates source. The products require the following ingredients: Diet-Sup - 4lb Protein Gro-More - 2lb Protein Diet-Sup - 3lb Carbohydrates Gro- More - 1lb Carbohydrates During the coming week, the company wishes to produce the largest profit possible in order to help alleviate a serious shortage of cash. For the week only 700 pounds of protein source and 500 pounds carbohydrates source are available. How many bags of each of the two brands should be produced to maximize profit? Use graphic linear programming to find the

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