Formalate an L.P problem 1o assist a farmer in buying a mixtare of grains for the farmer's hogs. 4 grains are available, and nutritional requirement must be made (calories, protein, and carbohydrate). One hog, requires a minimum of 5000 calories, 200g of protein and 300g of carbohydrate. A pound of grain1 cost 7 cent and provides 500 calories, 300g of protein and 20g of carbohydrate. A pound of grain 2 cost 5 cent and provide 500 calories, no protein and 30g of carbohydrates. A pound of grain 3 cost 9cents and provides 500 calories, 50g of protein and 15g of carbolhydrates and pound of grain 4 cost 1lcents and provides 600 calories, 40g of protein and 40g of carbohydrates. Maximize Z 0.5x + 1.5y Subject to -X + y<1 X +y2 2 5x +ys 15 X- 2y S2 yS1.75 X, y> 0 Note: consider solving the L.P problem above graphically.
Formulate an L.P problem to assist a farmer in buying a mixture of grains for the farmer hogs .4 grains are available ,and nutritional requirement must be made (calories ,proteins ,and carbohydrate).one hogs requires a minimum of 5000 calories ,200g of protein and 300g of calories ,300g of protein and 20g of carbohydrate .A pound of grain 1 cost 7 cent and provide 500 calories ,300gof protein and 20g of carbohydrate .a pound of grain 2 cost 5 cent and provide 500 calories ,no protein and 30g of carbohydrates. A pound of grain 3 cost 9 centand provides 500 calories ,50g of protein and 15g of carbohydrates and pound of grain 4 cost 11cents and provide 600 calories, 40g of protein and 40g of carbohydrates.
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