Metodo Gaus Seidel Exel

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metodos numericos

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  gaus seidelx1 x2 x3 b10 0 -1 -14 12 -4 84 4 10 4i x1 %ex1 x2 %ex21 0 02 -0.1 100 0.7 1003 -0.084 19.047619048 0.748 6.41711229954 -0.08656 2.9574861368 0.74032 1.03738923715 -0.0861504 0.4754475893 0.7415488 0.16570723336 -0.086215936 0.0760137894 0.741352192 0.02652018877 -0.08620545 0.0121636857 0.741383649 0.00424305018 -0.086207128 0.0019461518 0.741378616 0.00067889269 -0.08620686 0.0003113853 0.741379421 0.000108622710 -0.086206902 4.98216E-005 0.741379293 1.73796E-00511 -0.086206896 7.97146E-006 0.741379313 2.78074E-00612 -0.086206897 1.27543E-006 0.74137931 4.44919E-007  soluciones convregente x1 -0.0862069si x2 0.74137929si x3 0.13793104six3 %ex300.16 1000.1344 19.04761904760.138496 2.95748613680.13784064 0.47544758930.137945498 0.07601378940.13792872 0.01216368570.137931405 0.00194615180.137930975 0.00031138530.137931044 4.98216171983992E-0050.137931033 7.97145935740374E-0060.137931035 1.2754333851328E-006  co!robacionec1 -1.000000072c2 7.99999973ecu3 4
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