Sofia needs at least 50 units of fat, 48 units of protein and 60 units of carbohydrates each month. From each kilogram of Food A, she receives 5 units of fat, 2 of protein and 4 of carbohydrates. Food B contains 2 units of fat, 3 of protein and 3 of carbohydrates per kilogram. If Food A costs P110 and Food B costs P90 per kilogram, how many kilograms of each food should Sofia buy each month to keep costs at a minimum? Solve the structural constraint using intercept method and plot the constraints of the LP problem on a graph. graph and solve for the unknown coordinates. Solve the intersection of the lines, which satisfies the feasible solution simultaneously.
Sofia needs at least 50 units of fat, 48 units of protein and 60 units of carbohydrates each month. From each kilogram of Food A, she receives 5 units of fat, 2 of protein and 4 of carbohydrates. Food B contains 2 units of fat, 3 of protein and 3 of carbohydrates per kilogram. If Food A costs P110 and Food B costs P90 per kilogram, how many kilograms of each food should Sofia buy each month to keep costs at a minimum? Solve the structural constraint using intercept method and plot the constraints of the LP problem on a graph. graph and solve for the unknown coordinates. Solve the intersection of the lines, which satisfies the feasible solution simultaneously.
Algebra: Structure And Method, Book 1
(REV)00th Edition
ISBN:9780395977224
Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Chapter12: Quadratic Functions
Section12.8: Joint And Combined Variation
Problem 11P
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Sofia needs at least 50 units of fat, 48 units of protein and 60 units of carbohydrates each month. From each kilogram of Food A, she receives 5 units of fat, 2 of protein and 4 of carbohydrates. Food B contains 2 units of fat, 3 of protein and 3 of carbohydrates per kilogram. If Food A costs P110 and Food B costs P90 per kilogram, how many kilograms of each food should Sofia buy each month to keep costs at a minimum?
Solve the structural constraint using intercept method and plot the
constraints of the LP problem on a graph.
graph and solve for the unknown coordinates.
Solve the intersection of the lines, which satisfies the feasible
solution simultaneously.
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