Question: Develop and solve a linear programming model to maximize contribution to profit. Let Ri= the number of barrels of input i to use to produce

Develop and solve a linear programming model to maximize contribution to

Develop and solve a linear programming model to maximize contribution to profit. Let Ri= the number of barrels of input i to use to produce Regular, i=1,2,3 Si= the number of barrels of input i to use to produce Super, i=1,2,3 What is the optimal contribution to profit? Maximum Profit =$ by making barrels of Regular and barrels of Super. Develop and solve a linear programming model to maximize contribution to profit. Let Ri= the number of barrels of input i to use to produce Regular, i=1,2,3 Si= the number of barrels of input i to use to produce Super, i=1,2,3 What is the optimal contribution to profit? Maximum Profit =$ by making barrels of Regular and barrels of Super

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