Question: Identify the correctly shaded feasible region: LP model formulation: Maximize revenues Objective function: Maximize: 2=3.5Milk tea+5 fruit slushes St constraints: 1 milk tea+1 fruit slush=10

Identify the correctly shaded feasible region: LP

Identify the correctly shaded feasible region:

Identify the correctly shaded feasible region: LP

Identify the correctly shaded feasible region: LP

Identify the correctly shaded feasible region: LP

Identify the correctly shaded feasible region: LP

LP model formulation: Maximize revenues Objective function: Maximize: 2=3.5Milk tea+5 fruit slushes St constraints: 1 milk tea+1 fruit slush=10 0.75 milk tea+0.5 fruit slush=15 milk tea>=0 fruit slush>=0 Option A Slush Option B Slush B B 200 200 A 150 150 Feasible Region 100 100 Feasible Region 50 50 D E E Milk Tea Milk Tea F 50 100 150 200 50 100 150 200 Option D Option C Slush Slush B B 200 200 A A 150 150 100 100 Feasible Region Feasible Region 50 50 D D E E Milk Tea Milk Tea F F 50 100 150 200 50 100 150 200 Which option is the correct feasible region? Option A Option B Option C Option D None of the above are correct Based on the correct feasible region, which constraint(s) is/are redundant? Redundant Constraints. A redundant constraint is a constraint that can be removed from a system of linear constraints without changing the feasible region. Max Customers Min Tea Leaves Max Water Min Frozen Fruit Non-negativity of Milk Tea Non-negativity of Fruit Slush None of the constraints are redundant (all of the constraints are non-redundant)

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