3.) Solve the system of simultaneous equations using Gauss-Jordan method 20х — 9х2 + 15х33 354 - 9x1 + 16.x2 - 5x3 = -275 %3D %3D 15х 5х2 + 18х3 — 307 - %3D

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter7: Distance And Approximation
Section7.4: The Singular Value Decomposition
Problem 50EQ
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46 . 7:58
Step2
b)
Eliminate the 2nd column
X, X2
b
1
195/239
3189/239
1
35/239
-2314/239
3
1552/239
13968/239
Make the pivot in the 3rd column by dividing the 3rd row by 1552/239
X,
X
by
1.
195/239
3189/239
1
35/239
-2314/239
3
Eliminate the 3rd column
X,
X,
X3
1
-11
3
1
Hide solution
Recalculate
Solution set:
X = 6
X2 = -11
X3 = 9
Computati
II
Transcribed Image Text:46 . 7:58 Step2 b) Eliminate the 2nd column X, X2 b 1 195/239 3189/239 1 35/239 -2314/239 3 1552/239 13968/239 Make the pivot in the 3rd column by dividing the 3rd row by 1552/239 X, X by 1. 195/239 3189/239 1 35/239 -2314/239 3 Eliminate the 3rd column X, X, X3 1 -11 3 1 Hide solution Recalculate Solution set: X = 6 X2 = -11 X3 = 9 Computati II
3.)
Solve the system of simultaneous equations using Gauss-Jordan method
20x1 -
9x2 + 15x3
354
— 9х1 + 16х2 -5х3 — — 275
5xз — — 275
%3D
15х — 5х + 18х3
3 307
-
Transcribed Image Text:3.) Solve the system of simultaneous equations using Gauss-Jordan method 20x1 - 9x2 + 15x3 354 — 9х1 + 16х2 -5х3 — — 275 5xз — — 275 %3D 15х — 5х + 18х3 3 307 -
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