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Numerical Methods For Engineers And Scientists: An Introduction With Applications Using Matlab 3 Chapter 4
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April 29, 2025
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Numerical Methods For Engineers And Scientists: An Introduction With Applications Using Matlab 3 Chapter 4
Numerical Methods For Engineers And Scientists: An Introduction With Applications Using Matlab 3 Chapter 4
Numerical Methods For Engineers And Scientists: An Introduction With Applications Using Matlab 3 Chapter 4
Numerical Methods For Engineers And Scientists: An Introduction With Applications Using Matlab 3 Chapter 4
Numerical Methods For Engineers And Scientists: An Introduction With Applications Using Matlab 3 Chapter 4
Numerical Methods For Engineers And Scientists: An Introduction With Applications Using Matlab 3 Chapter 4
Numerical Methods For Engineers And Scientists: An Introduction With Applications Using Matlab 3 Chapter 4
Numerical Methods For Engineers And Scientists: An Introduction With Applications Using Matlab 3 Chapter 4
Numerical Methods For Engineers And Scientists: An Introduction With Applications Using Matlab 3 Chapter 4
Numerical Methods For Engineers And Scientists: An Introduction With Applications Using Matlab 3 Chapter 4
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1
4.1
Solve the following system of equations
using the Gauss elimination method:
Ste
p 4
:
The matrix is in upper triang
ular form, apply back-substitution:
x
–
1
x
2
x
3
m
21
0.5
=
a
'
22
1.5
0
1.5
1.5
00
3
–
x
3
7.5
12
–
2
1.5
2
x
1
11
14
⋅
()
–
⋅
+1
=
x
1
141
–
+
2
--------------------
-
2
==