The dual price is the improvement in value of the optimal solution per unit increase in the value of the right-hand side associated with a linear programming problem.
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Q3: Dual prices and ranges for objective function
Q6: If the dual price for b1 is
Q6: A one-sided range of optimality
A)always occurs for
Q8: The dual variable represents
A) the marginal value
Q8: If the simplex tableau is from a
Q10: The range of optimality for a basic
Q12: For the basic feasible solution to remain
Q14: The range of optimality is useful only
Q15: As long as the objective function coefficient
Q17: The dual price for an equality constraint
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