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1. Min Z = 5x + x subject to 2x + X 6 x + X 4 2x + 10x 20 X1, X 0
1. Min Z = 5x + x subject to 2x + X 6 x + X 4 2x + 10x 20 X1, X 0 a) Solve the LP model using the graphical method and determine the optimal solution. b) Calculate slack/surplus for each constraint. c) If the RHS of constraint I increases by 1, by how much would the objective function value change? d) If the RHS of constraint 2 increases by 1, by how much would the objective function value change?
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Step: 1
a To solve the LP model using the graphical method we first plot the three constraint equations on a graph and shade the feasible region which is the region that satisfies all the constraints Then we ...
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Managerial Decision Modeling With Spreadsheets
Authors: Nagraj Balakrishnan, Barry Render, Jr. Ralph M. Stair
3rd Edition
136115837, 978-0136115830
