Question: 1. What is the optimal solution and the cost represented by the objective function? What is the impact on cost if we increase B requirement

1. What is the optimal solution and the cost

1. What is the optimal solution and the cost represented by the objective function?

What is the impact on cost if we increase B requirement by 10 units?
What is the impact on cost if we decrease C requirement by 3 units?
What is the impact on cost if we decrease C requirement by 8 units?

Min 800T1 + 400T2 + 600T3 + 500T4 s.t. 10T1 + 3T2 + 813 + 2T4>5 90T1 + 150T2 + 75T3 + 17514 > 100 45T1 + 25T2 + 2013 + 3714 > 30 T1 + T2 + T3 + T4 = 1 All Ti> 0 (A Requirement) (B Requirement) (C Requirement) (Balance) (Nonnegativity) Variable Cells Cell $B$4 $C$4 $D$4 $E$4 Name Ton Fractions T1 Ton Fractions T2 Ton Fractions T3 Ton Fractions T4 Final Value 0.259 0.704 0.037 Reduced Cost 0 0 0 91.11 Objective Coefficient 800 400 600 500 Allowable Allowable Increase Decrease 223.64 120 66.85 300 85.71 118.27 1E+30 91.11 Constraints Cell Name $F$12 Balance $F$9 A Requirement $F$10 B Requirement $F$11 C Requirement Final Value 1 5 131.67 Shadow Price R 155.56 44.44 0.00 4.44 Constraint Allowable Allowable .H. Side Increase Decrease 1 0.25 0.04 5 2.37 0.25 100 31.67 1E+30 0.71 30 30

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