Question: Consider the following linear programming: Solver Sensitivity Report: MIN 4X1+5X2+6X3 Variable Cells ST Name 1) X1+X2+X3 280 D 3) 2X1+4x2+4X3 > 320 Name Constraint 1

Consider the following linear programming: Solver Sensitivity Report: MIN 4X1+5X2+6X3 Variable Cells ST Name 1) X1+X2+X3 280 D 3) 2X1+4x2+4X3 > 320 Name Constraint 1 Constraint 2 Constraint 3 Constraints Final Shadow Constraint Allowable Allowable Value Price RH. Side Increase Decrease 80 85 1E430 5 320 280 40 1E430 320 1.25 320 20 40 -- a. 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

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