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What is the solution to the following linear system using Naive Gaussian elimination? $$ begin{aligned} 5 x_{2}-8 x_{3} &=4 2 x_{1}+3 x_{3}-9 x_{2} &=-2 W

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What is the solution to the following linear system using Naive Gaussian elimination? $$ \begin{aligned} 5 x_{2}-8 x_{3} &=4 2 x_{1}+3 x_{3}-9 x_{2} &=-2 W -7 x_{1}+8 x_{3}-3 x_{2} &=9 \end{aligned} $$ Select one: $$ \begin{array}{1} \text { a. } x 1=-1.9973 x 2=-0.4905 x 3=-0.8065 \end{array} $$ $$ \begin{array}{1} \text { b. } x 1=N a NW X 2=N a NW X 3=N a NW \text { c. } x 1=-1.9973 W X 2=-0.8065 W x 3=-0.4905 \text { d. } x 1=4.9796 W X 2=2.6122 W x 3=3.2857 \text { e. } x 1=3.2857 W =4.9796 x 3=2.6122 x \end{array} $$ cs.vs. 1006

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