Question: Suppose the charity advertising budget problem with a maximization objective function in Lecture 1 2 has a value of a as the Lagrange multiplier of

Suppose the charity advertising budget problem with a maximization objective function in Lecture 12 has a value of a as the Lagrange multiplier of the budget constraint (400,000) in the optimal solution. What is the correct interpretation?Group of answer choicesWhen the constraint becomes x1+x2400001, the objective value will decrease by a.When the constraint becomes x1+x2400,000, the objective value will remain unchanged.When the constraint becomes 400001 or 399999, the objective value will increase or decrease, respectively, by a.When the constraint becomes 399999, the objective value will increase by a.

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