Question: Final Reduced Allowable Allowable Objective Coefficient Cell Name Value Cost Increase Decrease $B$4 Units of X1 5 0 4 1E+30 2.8 $C$4 Units of X2

Final Reduced Allowable Allowable Objective

Final Reduced Allowable Allowable Objective Coefficient Cell Name Value Cost Increase Decrease $B$4 Units of X1 5 0 4 1E+30 2.8 $C$4 Units of X2 0 -4.67 2 4.67 1E+30 Final Shadow Constraint Allowable Allowable Cell Name Value Price R.H. Side Increase Decrease $D$9 Carpentry hours LHS 10 0 20 1E+30 10 $D$10 Painting hours LHS 15 1.33 15 15 15 What is the optimal objective function value if X2 = 1? 20 -1 * 4.67 = 15.33 4* 5+ 2 * 1 = 22 20 + 1.33 * 1 = 21.33 Cannot be determined without re-running Solver O 5 * 4 + 0*2 = 20

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