Question: In the context of mathematical optimization, which statement correctly describes the relationship between decision variables, constraints, and the objective function? A . An optimal set

In the context of mathematical optimization, which statement correctly describes the relationship between decision variables, constraints, and the objective function?
A. An optimal set of decisions is one that satisfies all constraints and achieves the best outcome according to the objective function.
B. Decision variables are arbitrary values that do not affect the constraints or the objective function.
C. A feasible set of decisions requires that the objective function be maximized, regardless of the constraints.
D. A set of decisions is considered optimal if it only satisfies some of the constraints but maximizes the objective function.

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