Fuentes Lynch
10/14/2024 · Junior High School
(iii) \( \left\{\begin{aligned} x_{1}-5 x_{2}-x_{3}+12 x_{4}-x_{5} & =-4 \\ -2 x_{1}+10 x_{2}+3 x_{3}-33 x_{4}+2 x_{5}+x_{6} & =4 \\ x_{3}-9 x_{4}+x_{5} & =8 \\ x_{1}-5 x_{2}+2 x_{3}-15 x_{4}+2 x_{5}+x_{6} & =14\end{aligned}\right. \)
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Pour résoudre le système d'équations, utilisez la méthode d'élimination de Gauss. Simplifiez les équations en éliminant progressivement les variables pour obtenir des équations linéaires simplifiées. Continuez en substituant les équations pour obtenir les valeurs des variables \( x_{1}, x_{2}, x_{3}, x_{4}, x_{5}, x_{6} \).
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