how that this model has an unbounded solution by Big M Method. Max Z= 3x1 + 6x2      s.to 3x1 + 4x2  ≥ 12 -2x1+ x2  ≤ 4 x1, x2 ≥ 0

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Q: w + x + y + z= 6 x + 3y + z = -14 w + 2x -3z = 12 2w + 3x + 6y + z = 1

A:

Q: 22:- Solve the following Equations by Gauss - Jordan method 2X+4Y-6Z=-4 X+ 5Y+3Z=10 X+3Y+2Z = 5

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Q: 1.0 Solve by Gauss Seidel Method 3x-y+z=-1 -x+3y-z=7 x-y+3z=-7

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Q: Solution by Gauss seidel method. - 9х1 + 2х2 + Зx; 3D 7 X1 + 12x2 + 9x3 = 2 4x1 + 6х2 + 14х; 3D 1

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Q: 19 Min Z= 2X1+3X2 S.t: X1 ≥ 125 X1+X2 ≥ 350 2X1+X2 ≤600 X1. X2 > 0 Using the simplex method, In the…

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Q: 1. Solve the following equations by Gauss-seidel Method. Start at all value X1=X2=X3=X4=Xs=1, 9X1-…

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Q: Q6/ Use Gauss-Jordan [1 0.5 -0.5 x 5 2 2 y 3 11 N elimination method to solve: 0.5 - 4 5 ||

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Q: 2.0 Solve for x , y, z, and w by Gauss Elimination Method Method Given : 6х-2y + 2z +4w 16

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Q: Consider the problem below and solve it using the Big M method. Max z = 2x1 + 3x2 - 5x3 s.t. x1 + x2…

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