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Sensitivity Analysis in Linear Programming by Rabaa Doorii is a document available to read on EtoBox.
What is Sensitivity Analysis in Linear Programming about?
UL = 66.67 Lower limit The largest negative number in the Cj- Zj row tells how much the profit of x1 can be decreased before the solution is changed Lower limit = CV - the largest negative value of Cj-Zj/x1 row, cv = 40 therefore, LL = 40 - 15 = 25 So, the range of optimality for C1 is 25 ≤ C1 ≤ 66.67 This is the same as obtained by graphical method. Therefore, the range of optimality for the coefficient of the basic variable X1 is 25 ≤ C1
- Author
- Rabaa Doorii
- Language
- EN