Question: Consider the following linear programming Solver Sensitivity Report: MIN 4X1+5X2+6X3 Variable Cells S.T. Name X1 X2 1) X1+X2+X3 280 3) 2X1+4x2+4x3 > 320 Name Constraint1

Consider the following linear programming Solver Sensitivity Report: MIN 4X1+5X2+6X3 Variable Cells S.T. Name X1 X2 1) X1+X2+X3 280 3) 2X1+4x2+4x3 > 320 Name Constraint1 Constraint 2 Constraint 3 Constraints Final Shadow Constraint Allowable Allowable Value Price RH. Side Increase Decrease 80 0 85 1E30 5 320 0 280 40 16.30 1.25 20 40 a 320 320 What is the optimal solution? b. Which constraints are binding? c. What are the dual prices (shadow price) for each resource? Interpret. d. Compute and interpret the ranges of optimality. 25 minutes

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