Question: Definition: In linear programming problems, a constraint is said to be binding if its slack variable becomes zero at the optimal solution; otherwise it's called

Definition: In linear programming problems, a constraint is said to be "binding" if its slack variable becomes zero at the optimal solution; otherwise it's called nonbinding. Now, let's consider the following linear programming problem where 1 and a2 are production levels for two different products and Z is the total profit. Which of the statements below are correct? Select all that apply (Hint: there are three correct statements). Maximize Z = 4x1 + 8x2 Subject to : $1 + 2x2

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