\(\scriptsize \left\{\begin{matrix}x+y=256 \\x-y=56\end{matrix}\right.\)\(\scriptsize \left\{\begin{matrix} 0x+0y=0\\ 0x+0y=0 \end{matrix}\right.\)\(\scriptsize \left\{\begin{matrix} x+5y=-13\\-x+my=13\end{matrix}\right.\)
\(\scriptsize \left\{\begin{matrix} x-2y=1\\\cdots\cdots \end{matrix}\right.\)\(\scriptsize \left\{\begin{matrix} 0x+0y=0\\x=2y\end{matrix}\right.\)\(\scriptsize \left\{\begin{matrix}3x=0 \\6y=2\end{matrix}\right.\)\(\scriptsize \left\{\begin{matrix} x-y=0\\ y-x=0 \end{matrix}\right.\)\(\scriptsize \left\{\begin{matrix} -2x+3y=5\\ 6x-9y=-15 \end{matrix}\right.\)\(\scriptsize \left\{\begin{matrix} x+4y=15\\2x+8y=15\end{matrix}\right.\)\(\scriptsize \left\{\begin{matrix} 2x-5y=1\\5x+2y=3\end{matrix}\right.\)\(\scriptsize \left\{\begin{matrix} 0x+0y =0\\x+y=0 \\ \end{matrix}\right.\)\(\scriptsize \left\{\begin{matrix}\pi x+\pi y="0" \\-\pi x+\pi^2y=0\end{matrix}\right.\) geen oplossing\(\small \left\{\begin{matrix} 4x+my=m\\mx+my=-2\end{matrix}\right. \)één oplossing
\(\scriptsize \left\{\begin{matrix} (m-5)x+y=-1\\\!(m^2\!-\!6m\!+\!5)x+\!2my=2m^2\end{matrix}\right.\)L A T E R2×2 stel.matrixnot. 1\(\scriptsize \left\{\begin{matrix} x+2y=2\\mx+y=1\end{matrix}\right.\)2×2 stel.matrixnot. 23x3 stelsel3×3 matrix4 x 9 stelsel3x3 determinant7 x 5 stelsel2×2 matrix, det.\(\scriptsize \left\{\!\begin{matrix}m^2x+my=m \\mx+2my=3m\end{matrix}\right.\)s?stel.in matrixv.