Solve the following system of equetions using Gouss Jorden Elimination method. x- 4y – 2z- v- 2w + 2u - 5k + 5t 10 x - 3y + 2z – v + 4w - 3 3x + 5y - v - 7u - 11 x + 7y + 9z + 2k - - 15 2x - 72 - 3v - 3w + 2u - 4t 9 x + 5y - 8z + v +w+ 9u + 2k = 15 y +z+ 10v + 11w- u+ 4k - 22 y + z+ 10v + 11w-u+ 4k-t- 22

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Solve the following system of equations using Gauss Jorden Elimination method.
x- 4y - 2z - v - 2w + 2u –- 5k + 5t = 10
x- 3y + 2z - v+ 4w = 3
3x + 5y – v - 7u = 11
x+ 7y + 9z + 2k = 15
2x - 7z - 3v - 3w + 2u – 4t = 9
x + 5y - 8z + v+w+ 9u + 2k = 15
y +z+ 10v + 11w – u + 4k = 22
y + z+ 10v + 11w -u+ 4k -t = 22
1. The velue of x
2. The velue of y
Transcribed Image Text:Solve the following system of equations using Gauss Jorden Elimination method. x- 4y - 2z - v - 2w + 2u –- 5k + 5t = 10 x- 3y + 2z - v+ 4w = 3 3x + 5y – v - 7u = 11 x+ 7y + 9z + 2k = 15 2x - 7z - 3v - 3w + 2u – 4t = 9 x + 5y - 8z + v+w+ 9u + 2k = 15 y +z+ 10v + 11w – u + 4k = 22 y + z+ 10v + 11w -u+ 4k -t = 22 1. The velue of x 2. The velue of y
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