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Question: Solve the RMC problem (Chapter 2, Problem

Solve the RMC problem (Chapter 2, Problem 12) using the Simplex method. At each iteration, locate the basic feasible solution found by the Simplex method on the graph of the feasible region. The problem formulation is shown here:
Solve the RMC problem (Chapter 2, Problem 12) using the Simplex method. At each iteration, locate the basic feasible solution found by the Simplex method on the graph of the feasible region. The problem formulation is shown here:

where

x1 = kilos of fuel additive produced
x2 = kilos of solvent base produced

Data from chapter 2, problem 12:

Set up the tableau form for the following linear programme (do not attempt to solve):

where x1 = kilos of fuel additive produced x2 = kilos of solvent base produced Data from chapter 2, problem 12: Set up the tableau form for the following linear programme (do not attempt to solve):
Solve the RMC problem (Chapter 2, Problem 12) using the Simplex method. At each iteration, locate the basic feasible solution found by the Simplex method on the graph of the feasible region. The problem formulation is shown here:

where

x1 = kilos of fuel additive produced
x2 = kilos of solvent base produced

Data from chapter 2, problem 12:

Set up the tableau form for the following linear programme (do not attempt to solve):





Transcribed Image Text:

Max 40x1 +30x2 s.t. 0.4x1 +0.5x2 < 20 Material 1 0.2x2 <5 0.6x1 +0.3x2 <21 Material 3 Material 2 X1, X2 20 Мах 4x, +2x2 - 3xз + 5xз Max s.t. 2x1 – 1x2 + 1x3 + 2x4 2 50 3x1 - 1x3 +2x4 < 80 1x1 + 1x2 + 1x4 = 60 X1, X2, Хз, Хд20


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1.99

See Answer