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ubuntu2004
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<exercise checkit-seed="0006" checkit-slug="Demo3" checkit-title="Matrix Example">
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<statement>
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<p>Consider the following system of equations:</p>
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<me>\begin{matrix}
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x_{1} &amp; + &amp; 3 \, x_{2} &amp; - &amp; 2 \, x_{3} &amp; = &amp; 3 \\
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-x_{1} &amp; - &amp; 3 \, x_{2} &amp; + &amp; 3 \, x_{3} &amp; = &amp; -2 \\
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&amp; &amp; &amp; - &amp; 5 \, x_{3} &amp; = &amp; -4 \\
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-x_{1} &amp; - &amp; 3 \, x_{2} &amp; + &amp; x_{3} &amp; = &amp; -3 \\
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\end{matrix}</me>
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<p>Write an augmented matrix corresponding to this system.</p>
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</statement>
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<answer>
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<me>\left(\begin{array}{rrr|r}
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1 &amp; 3 &amp; -2 &amp; 3 \\
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-1 &amp; -3 &amp; 3 &amp; -2 \\
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0 &amp; 0 &amp; -5 &amp; -4 \\
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-1 &amp; -3 &amp; 1 &amp; -3
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\end{array}\right)</me>
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</answer>
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</exercise>
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