32. For the system of linear equations solve using Gauss-Jordan Met Зх, +4х, — 2х, — 5х, +6х, 3D 12 - 2х, - 3х, + х; — Зх, + 4х, — -58 1 + 2x, - 4x3 + x4 - 5x5 = -10 - X1 - X - 3x3 + 4x4 +2xg = 2 4x, + 5x, - x3 +2x, - 8x5 = 24 %3D

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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32. For the system of linear equations solve using Gauss-Jordan Method
3x1 +4x, - 2x3 - 5x4 +6x, = 12
- 2x, - 3x, + x3 - 3x, +4xs = -58
X1 +2x, - 4x3 + x, - 5x, = -10
- X1 - X - 3x3 +4x, +2xg = 2
4x + 5x, - x3 +2x, - 8x5 = 24
%3D
%3D
Transcribed Image Text:32. For the system of linear equations solve using Gauss-Jordan Method 3x1 +4x, - 2x3 - 5x4 +6x, = 12 - 2x, - 3x, + x3 - 3x, +4xs = -58 X1 +2x, - 4x3 + x, - 5x, = -10 - X1 - X - 3x3 +4x, +2xg = 2 4x + 5x, - x3 +2x, - 8x5 = 24 %3D %3D
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