If one changes a nonbasic objective function coefficient, the optimal solution of a maximization problem will remain optimal if
A) the increase in the coefficient does not exceed the value of the Zj associated with that nonbasic variable.
B) the increase in the coefficient does not exceed the values of the Zj's of every basic variable.
C) the decrease in the coefficient does not exceed the value of the Zj associated with the nonbasic variable.
D) the new Cj - Zj associated with the nonbasic variable remains positive.
Correct Answer:
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Q51: Table M7-2 Q52: Shadow prices Q53: Table M7-1 Q55: How should the constraint, 5X - 2Y Q56: A slack variable Q57: Which of the following is not true Q58: Table M7-2 Q59: The Cj - Zj row of a Unlock this Answer For Free Now! View this answer and more for free by performing one of the following actions Scan the QR code to install the App and get 2 free unlocks Unlock quizzes for free by uploading documents
A)can be derived from the coefficients
A)is added to each ≤