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What is redundancy?

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Redundancy in Linear Programming refers to constraints that do not affect the feasible region or the optimal solution. These constraints are either implied by other constraints or do not limit the solution space further. Identifying and removing redundant constraints can simplify the problem, making it easier to solve without changing the outcome.

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Redundancy in linear programming refers to constraints that do not impact the feasible region or optimal solution, as they can be removed without changing the outcomes. Identifying and eliminating redundant constraints simplifies the model, improves efficiency, and enhances clarity in the analysis.

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Redundancy in linear programming refers to constraints that do not affect the feasible region because they are either always satisfied or are duplicates of other constraints

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refers to the inclusion of extra components or systems

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Redundancy is the inclusion of extra components or information to ensure reliability or prevent failure.

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An extra constraint that does not affect the whole solution of the problem

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**Redundancy** in linear programming occurs when a constraint does not affect the feasible region or solution, as it is already implied by other constraints. In other words, removing a redundant constraint won't change the outcome.

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Redundancy in linear programming refers to a constraint that does not affect the feasible region or the optimal solution because it is implied by other constraints.

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A redundant constraint is a constraint that does not change the feasible region.

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