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(Solved): Answer the following questions for the system of equations using the GAUSS elimination method. For ...
![\[
\begin{array}{l}
x+4 y-2 z=1 \\
x+7 y-6 z=6 \\
3 y+\mathbf{A} z=\mathbf{B}
\end{array}
\]
denklem sistemi için a?a??daki s](https://media.cheggcdn.com/media/867/8675734a-5957-4efe-b2a6-6c06ae377354/phpS2M1j0)
For which values ??of A and B the system has no solution.
For which values ??of A and B does the system have infinite solutions?
\[ \begin{array}{l} x+4 y-2 z=1 \\ x+7 y-6 z=6 \\ 3 y+\mathbf{A} z=\mathbf{B} \end{array} \] denklem sistemi için a?a??daki sorular? GAUSS yok etme yöntemini kullanarak cevaplay?n?z. (a) A ve B nin hangi de?erleri için sistemin çözümü yoktur. (b) A ve B nin hangi de?erleri için sistemin sonsuz çözümü vard?r.
Expert Answer
Denklem sistemini dü?ünün: x+4y?2z=1x+7y?6z=63y+Az=B Matris formunda verilen sistem, [14?217?603A][xyz]=[16B] Bu formdad?r AX=B, Burada, A=[14?217?603