The building blocks for a linear programming problem are:
A. A linear objective function and equality of constraints
B. A linear objective function and inequality constraints
C. A linear objective function, structural linear inequality constraints, and non-negativity constraints on the decision variables
D. A linear objective function, structural linear inequality constraints, and negativity constraints on the decision variables
E. A linear objective function and structural non-linear inequality constraints

C

Explanation: The correct answer is C. The essential components of a linear programming problem include a linear objective function, structural linear inequality constraints, and non-negativity constraints on the decision variables to ensure feasible solutions.

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