Perform Gauss Seidel method one iteration to find x1, x2, and x3 for the following system (Initial values of x is [1 1 0]')2x1+4x2+6x3=124x1+6x2+2x3=128x1+4x2+2x3=14Select one:O x1=1.0206, X2=0.9922X3=0.9983O NoneO x1=1.2500 ,x2-1.1667,X3=0.8055O x1=1.2500 ,x2=1.1667, X3=0.9529O X1=1.1181X2=0.9676, X3=0.9823O x1=0.9652 , X2=1.0879, X3=0.9529

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Perform Gauss Seidel method one iteration to find x1, x2, and x3 for the following system (Initial values of x is [1 1 0]) 2x, +4x2+6x3=12 4x1+6x2+2x3=12 . 14 = 4X2 + 2xa + ף8x Select one: O x1=1.0206 , X2=0.9922 ,X3=0.9983 O None O x1=1.2500 , x2-1.1667 ,X3=0.8055 O x1=1.2500 ,X2=1.1667 , X3=0.9529 O X1=1.1181 ,x2=0.9676 , X3=0.9823 O x1=0.9652 , X2=1.0879 X3=0.9529

Perform Gauss Seidel method one iteration to find x1, x2, and x3 for the following system (Initial values of x is [1 1 0]) 2x, +4x2+6x3=12 4x1+6x2+2x3=12 . 14 = 4X2 + 2xa + ף8x Select one: O x1=1.0206 , X2=0.9922 ,X3=0.9983 O None O x1=1.2500 , x2-1.1667 ,X3=0.8055 O x1=1.2500 ,X2=1.1667 , X3=0.9529 O X1=1.1181 ,x2=0.9676 , X3=0.9823 O x1=0.9652 , X2=1.0879 X3=0.9529

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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I attached the question in black and the answer is in blue what I don’t understand if the very very end how did they find x1,x2,x3 those numbers how were they calculated
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