Problem 1 Consider the following LP and the optimal tableau below. B.V. Z I2 I6 max...
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Problem 1 Consider the following LP and the optimal tableau below. B.V. Z I2 I6 max 5x1 +4.5x2 + 6x3 s.t. 6x1 x1 +5x2 +8x3 ≤60 10x1 +20x2 + 10x3<150 x1 x1 x2 0 0 0 1 0 F1: I2, I3, I3 I5 x6 RHS 4/7 1/35 0 360/7 -2/7 -1/7 3/35 0 30/7 0 -11/7 -2/7 1/14 1 11/7 0 11/7 2/7 -1/14 0 45/7 >0 x4 11/14 What is the shadow price of the first resources (i.e., constraint 1)? What is the most you should pay to acquire more of the second resource? What is the allowable range for the objective function coefficient associated with 23? What is the allowable range for the objective function coefficient associated with 2₁? What is the allowable range for the right-hand side of the second constraint? What is the allowable range for the right-hand side of the third constraint? Problem 1 Consider the following LP and the optimal tableau below. B.V. Z I2 I6 max 5x1 +4.5x2 + 6x3 s.t. 6x1 x1 +5x2 +8x3 ≤60 10x1 +20x2 + 10x3<150 x1 x1 x2 0 0 0 1 0 F1: I2, I3, I3 I5 x6 RHS 4/7 1/35 0 360/7 -2/7 -1/7 3/35 0 30/7 0 -11/7 -2/7 1/14 1 11/7 0 11/7 2/7 -1/14 0 45/7 >0 x4 11/14 What is the shadow price of the first resources (i.e., constraint 1)? What is the most you should pay to acquire more of the second resource? What is the allowable range for the objective function coefficient associated with 23? What is the allowable range for the objective function coefficient associated with 2₁? What is the allowable range for the right-hand side of the second constraint? What is the allowable range for the right-hand side of the third constraint?
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From the provided LP tableau we can determine the answers to several questions related to the optimal solution the shadow prices and the allowable ranges for various parameters of the LP problem 1 The ... View the full answer
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Spreadsheet Modeling & Decision Analysis A Practical Introduction to Management Science
ISBN: 978-0324656633
5th edition
Authors: Cliff T. Ragsdale
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