A Manager Wants to Ensure That He Does Not Exceed $\ge$

Multiple Choice

A manager wants to ensure that he does not exceed his budget by more than $1000 in a goal programming problem. If the budget constraint is the third constraint in the goal programming problem which of the following formulas will best ensure that the manager's objective is met?

A) MIN d₃⁺
B) d₃^- $\ge$ 1000
C) d₃⁺ = 1000
D) d₃⁺ $\le$ 1000