If the feasible region for a linear programming problem is unbounded, then the solution to the corresponding linear programming problem is unbounded. Group of answer choices never always sometimes There is not enough information to complete this statement.

Sometimes

Step-by-step explanation:

Constraint

This is regarded as issues/inequalities that is perculiar to the feasible region in a linear-programming problem.

Feasible region

This is simply known as the set of points that answers to(satisfy) the constraints found in a linear-programming problem.

Feasible Solutions is simply equals to solutions that meets all the constraints requirements.

Feasible Region is simply known as the shaded region that is usually called the feasible solution region. It feasible solution point is regarded as any point on or within the boundary of the feasible region.

Optimal Solution for a Linear Programming Problem

Due to the fact that feasible solution gives the best possible value of the objective function, the steps taken includes evaluation of the objective function for each feasible solution and selection of an arbitrary value for profit contribution and knowing all the feasible solutions.

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