Use a matrix approach to solve the system. $\left(\begin{array}{c}
x&-&4 y&-&z&=&9 \
6 x&+&y&-&3 z&=&-34 \
-5 x&+&7 y&+&2 z&=&-5
\end{array}\right)$ If a system is inconsistent, so indicate. In those cases enter inconsistent . Otherwise, enter your answer in the form ( x , y ).

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The Answer of Use a matrix approach to solve the system. $\left(\begin{array}{c}
x&-&4 y&-&z&=&9 \
6 x&+&y&-&3 z&=&-34 \
-5 x&+&7 y&+&2 z&=&-5
\end{array}\right)$ If a system is inconsistent, so indicate. In those cases enter inconsistent . Otherwise, enter your answer in the form ( x , y ).

Use a Matrix Approach to Solve the System (x−4y−z=96x+y−3z=−34−5x+7y+2z=−5)\left(\begin{array}{c}x&-&4 y&-&z&=&9 \\6 x&+&y&-&3 z&=&-34 \\-5 x&+&7 y&+&2 z&=&-5\end{array}\right)​x6x−5x​−++​4yy7y​−−+​z3z2z​===​9−34−5​​

Use a Matrix Approach to Solve the System $\left(\begin{array}{c}x&-&4 y&-&z&=&9 \\6 x&+&y&-&3 z&=&-34 \\-5 x&+&7 y&+&2 z&=&-5\end{array}\right)$