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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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ructors for distribution on
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Using the information in
the table, determine the cost per pound of
each of the ingredients. Write a system
of linear equations and solve by
using the following methods.
(
a
)
Use the user-defined function
GaussJordan
that was developed in Problem 4.22.
(
b
)
Use MA
TLAB’s built-in functions.
b=[1.44; 1.16; 1.38; 1.78; 1.61];
disp(
'Part (a)'
)
xa=GaussJordan(a,b)
E
0.15
0.3
0.2
0.35
0
1.61
2
1.4400
>>