What role does the constraint matrix play in sensitivity analysis?
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The constraint matrix plays a crucial role in sensitivity analysis by providing the basis for calculating dual prices, identifying sensitive constraints, and determining the impact of changes in constraints or coefficients on the optimal solution.
The constraint matrix defines relationships between decision variables and constraints. It determines the feasible region by identifying valid variable combinations. Changes to the matrix can impact the optimal solution. It facilitates the assessment of how constraint modifications affect outcomes. Overall, it is essential for understanding the optimization problem.