Max. Z= 12X, + 14X2 Subject to: 2X, + 3X2 s 24 (Constraint of raw material R1) 2X1 + X2s 16 (Constraint.of raw material R2) X1s 7 (Demand for product X1) X1 X2 2 0 1- By using the Algebraic Analysis find whether a change in the right- hand side for constraint of raw material R2, (16), and the current basis remains optimal.

Max. Z= 12X, + 14X2 Subject to: 2X, + 3X2 s 24 (Constraint of raw material R1) 2X1 + X2s 16 (Constraint.of raw material R2) X1s 7 (Demand for product X1) X1 X2 2 0 1- By using the Algebraic Analysis find whether a change in the right- hand side for constraint of raw material R2, (16), and the current basis remains optimal.

Name: Max. Z= 12X, + 14X2Subject to: 2X, + 3X2 s 24(Constraint of raw mater
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Description: Max. Z= 12X, + 14X2Subject to: 2X, + 3X2 s 24(Constraint of raw material R1)2X1 + X2s 16(Constraint.of raw material R2)X1s 7(Demand for product X1)X1 X2 2 01- By using the Algebraic Analysis,find whether a change in the right-hand side for constrain

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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