Right-hand side ranging
A)tells us the number of units of a constraint that may be added or subtracted without changing the profit (objective function value).
B)requires computation of the primal before being accomplished.
C)is a method to find the range over which shadow prices vary the greatest.
D)rely on left-hand side dominance.

Question

Quizplus · Accepted Answer

Right-hand side ranging refers to changing the right-hand side of a constraint while keeping the same objective function. This allows us to find the range over which the shadow prices of the constraints will remain valid. Therefore, option A is the correct choice. Options B, C, and D are incorrect as they do not accurately describe right-hand side ranging.

Right-Hand Side Ranging