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Title: Suppose that the optimal values of the decision variables to a two-variable linear programming ... Post by: takemeaway on Nov 2, 2016 Suppose that the optimal values of the decision variables to a two-variable linear programming problem remain the same as long as the slope of the objective function lies between the slopes of the following two constraints:
2X with subscript((1)) + 3X with subscript((2)) ≤ 26 2X with subscript((1)) + 2X with subscript((2)) ≤ 20 The current objective function is: 8X with subscript((1)) + 9X with subscript((2)) = Z Which of the following statements about the range of optimality on c with subscript((1)) is TRUE? A) 9 ≤ c with subscript((1)) ≤ 12 B) 0 ≤ c with subscript((1)) ≤ 2 C) 6 ≤ c with subscript((1)) ≤ 9 D) 2 ≤ c with subscript((1)) ≤ 6 Title: Re: Suppose that the optimal values of the decision variables to a two-variable linear programming ... Post by: Dreamin on Nov 6, 2016 Content hidden
Title: Re: Suppose that the optimal values of the decision variables to a two-variable linear programming ... Post by: takemeaway on Dec 17, 2016 You've been incredibly helpful to me this semester, thank you for helping
Title: Re: Suppose that the optimal values of the decision variables to a two-variable linear programming ... Post by: Dreamin on Dec 21, 2016 Appreciate the feedback :D
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