QTime left 1:19:05InConsider the following LPproblem21 +3r2hamarimize z =ofsubject to3x2 < 12ar-I1エ28.arstion2x1< 10neI1, 22 >0 (non negativity constrain1O a. The optimal solutiom is found at x1 =6 and r, = 2FiniO b. The problem LP is unbounded.Oc. The optimal solution is found at x3 and x, 5O d. This problem is in feasibleClear my choiceNext pagepus page-OptimizationLinear Algebra VicieomntoB

Name: QTime left 1:19:05InConsider the following LPproblem21 +3r2hamarimize
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Description: QTime left 1:19:05InConsider the following LPproblem21 +3r2hamarimize z =ofsubject to3x2 0 (non negativity constrain1O a. The optimal solutiom is found at x1 =6 and r, = 2FiniO b. The problem LP is unbounded.Oc.

Let us solve this problem graphically Let us consider the 1st constraint as -x1+3x2=12 x1 0 -12…

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Consider the following LPproblem 2x1+3r2 marimize z = %3D 3x2 < 12 in 8. subject to -I1 I2 211 I2 <10 I1, 12 > 0 (non negativity const a. The optimal solution is found at x 6 and r, = 2 %3D O b. The problem LP is unbounded. The optimal solution is found at x O C. 3 and 12 O d. This problem is in feasible

Consider the following LPproblem 2x1+3r2 marimize z = %3D 3x2 < 12 in 8. subject to -I1 I2 211 I2 <10 I1, 12 > 0 (non negativity const a. The optimal solution is found at x 6 and r, = 2 %3D O b. The problem LP is unbounded. The optimal solution is found at x O C. 3 and 12 O d. This problem is in feasible

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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Q
Time left 1:19:05
In
Consider the following LPproblem
21 +3r2
ha
marimize z =
of
subject to
3x2 < 12
ar
-I1
エ2
8.
ar
stion
2x1
< 10
ne
I1, 22 >
0 (non negativity constrain
1
O a. The optimal solutiom is found at x1 =
6 and r, = 2
Fini
O b. The problem LP is unbounded.
Oc. The optimal solution is found at x
3 and x, 5
O d. This problem is in feasible
Clear my choice
Next page
pus page
-Optimization
Linear Algebra Vicieo
mnto
B

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