Which of the following statements is true? Group of answer choices A) In a linear programming problem, the objective function and the constraints must be linear functions of the decision variables. B) Decreasing the right-hand side of a nonbinding constraint will not cause a change in the optimal solution. C) Alternative optimal solutions occur when there is no feasible solution to the problem. D) A redundant constraint is a binding constraint.
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This statement is true because linear programming problems involve optimizing a linear objective function subject to linear constraints. B) Decreasing the right-hand side of a nonbinding constraint will not cause a change in the optimal solution. This statement Show more…
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One of the following is false: The coefficients of the objective function of any Linear programming must be Integer. Linear programming consist of decision variables, objective function and constraints. The optimal solution of a given Linear programming problem if exist belong to the feasible solution space. Any values of decision variables that satisfy all constraints constitute a feasible solution. The objective function of any Linear programming must be linear.
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Which of the following are true? The Lagrange function (Lagrangian) for the optimization problem of function y = f(x,z) subject to the constraint c = g(x,z) has the following features: a) It cannot be reduced to the objective function. b) It is a linear function with respect to the Lagrangian multiplier. c) It will reduce to the objective function if the constraint holds. d) It is a function of two variables. e) It is used to solve constraint optimization problems if the substitution method is applied. f) It is a non-linear function of the Lagrange multiplier.
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