Question: Max 50A + 75B s.t. 8A + 6B 180 10A + 12B 320 B 50 A, B 0 Final Reduced Objective Allowable Allowable Cell Name

Max 50A + 75B s.t. 8A + 6B 180 10A + 12B 320 B 50 A, B 0

Final Reduced Objective Allowable Allowable Cell Name Value Cost Coefficient Increase Decrease $H$5 A 0 -13 50 12.5 1E+30 -1E+30 62.5 $H$6 B 26.66666667 0 75 1E+30 15 60 1E+30 Final Shadow Constraint Allowable Allowable Cell Name Value Price R.H. Side Increase Decrease $J$5 A LHS 160 0 180 1E+30 20 160 1E+30 $J$6 B LHS 320 6 320 40 320 0 360 $J$7 B 50 LHS 26.66666667 0 50 1E+30 23 27 1E+30

c. If the cost of B could be reduced to $65 per unit, how many units of B would be optimal?

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