Question: Variable Cells Reduced Cost Name Cel $B$10 $C$10 Final Value 10.2 3.8 Objective Allowable Coefficient Increase 15 1E+30 10 8.75 Allowable Decrease 7 50 ?

Variable Cells Reduced Cost Name Cel $B$10 $C$10

Variable Cells Reduced Cost Name Cel $B$10 $C$10 Final Value 10.2 3.8 Objective Allowable Coefficient Increase 15 1E+30 10 8.75 Allowable Decrease 7 50 ? Y ? Constraints Final Shadow Name Value Price const 1 180 1.06 Ce $B$15 $B$16 $B$17 Constraint Allowable R.H. Side Increase 180 1E+30 160 31.5 0 45 Allowable Decrease 29.6 1E+30 42.3 191.5 const 2 const 3 0.74 Given the following sensitivity report, Table 3.pdf Assume that constraint 1 is relevant to resource 1, constraint 2 is relevant to resource 2 and constraint 3 is relevant to resource 3. We will also name the non-negativity constraints: X > 0 as const 4 and Y > 0 as const 5. By how much will the objective function value improve if the decision maker can get 20 units of resource 1 O $130 O $13.5 O $1.06 O $21.2

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