Solve the system by Gaussian elimination and back substitution X- y+ 2z - w = -1 2x + y- 2z – 2w = -2 -x+ 2y - 47 + w = 1 | 3x 3w =-3 |

Intermediate Algebra
19th Edition
ISBN:9780998625720
Author:Lynn Marecek
Publisher:Lynn Marecek
Chapter4: Systems Of Linear Equations
Section4.4: Solve Systems Of Equations With Three Variables
Problem 4.63TI: Solve the system by elimination: {3x+yz=22x3y2z=14xy3z=0 .
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Solve the system by Gaussian elimination and back substitution
X- y+ 2z - w = -1
2x + y- 2z – 2w = -2
%3D
-x+ 2y - 47 + w =
1
3x
3w = -3
%3D
|
Transcribed Image Text:Solve the system by Gaussian elimination and back substitution X- y+ 2z - w = -1 2x + y- 2z – 2w = -2 %3D -x+ 2y - 47 + w = 1 3x 3w = -3 %3D |
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