Question: Question 4 Consider the following LP and the corresponding optimal tableau. Max Z = 2x + x2 - st X, + 2x2 + x3 58

Question 4 Consider the following LP and the
Question 4 Consider the following LP and the corresponding optimal tableau. Max Z = 2x + x2 - st X, + 2x2 + x3 58 -*4 + x2 - 2xy S4 X1, X3, Xy 20 2 t's 0 2 1 Ii 1 Is 0 0 NOO I3 14 3 2 1 1 -1 1 ol RHS 16 8 12 1 a) For what values of the coefficient of the x; in the objective function the current optimal solution remains optimal? b) Suppose that the right hand side of the first constraint is changed from 8 to 8 - A and the right hand side of the second constraint is changed from 4 to 4 + 20. For which values of A does the current basis remain optimal? How does the optimal bfs and the optimal value change with respect ? c) Find the optimal values for the dual decision variables

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