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7/23/2019 Ch_4_Sistem Persamaan Linier New 2014
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Sistem Persamaan Linier
Metode NumerikNorman, MT
13 Oktober 2014
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Sistem Persamaan Linier
Continued
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Page s 833-834bContinued
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1. Gauss elimination (Eliminasi Gauss)
Kata kunci prosesnya :1. Eliminasi menjadi bentuk triangular
. Pi!ot (partial pi!oting)
". Subtitusi #alik
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Contoh 1 :
Continued
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Contoh 1 :
Continued
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Page 83!Contoh 1 :
Continued
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Pages 83-83"Contoh 1 :
Finish
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Page 841a
Continued
. L$% &actori'ation
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. L$% &actori'ation (Doolittle’s Methode)
L $
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Pages 841-842b. L$% &actori'ation (Doolittle’s Methode)
Continued
Ly b
$ y
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Pages 842-843a. L$% &actori'ation (Cholesky’s Methode)
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Page 843a
Continued
. L$% &actori'ation (Cholesky’s Methode)
L $
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Page 843b. L$% &actori'ation (Cholesky’s Methode)
Continued
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Pages 84"-84#a
Continued
". Gauss%Seidel *teration
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Pages 84"-84#b
Continued
". Gauss%Seidel *teration
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Pages 84"-84#!". Gauss%Seidel *teration
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+$*S 1.
1$ Tentukan akar-akar dari :
%&'( ) '2 * 3 dengan metode bise!tion dimana '1 ) 1
dan 'u ) 2, iterasikan 3 ka+i dan hitung a$ɛ
2$ e+esaikan dengan Neton ra.hson /&'( ) '2 * ' * 2 dengan tebakan aa+ 'o ) 0
iterasikan 3 ka+i dan hitung a$ɛ