Find a unique (numerical) solution for the system of linear equations (x, y, z are unknowns, assume that the determinant of the coe¢ cient matrix is non-zero)
ax + dy + gz = a + 2d + 3g
bx + ey + hz = b + 2e + 3h
cx + fy + iz = c + 2f
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\begin{array}{l}a x+d y+g z=a+2 d+3 g \\ b x+e y+n z=b+2 c+3 h \\ c x+b y+i z=e+2 b+3 i \\ \Rightarrow x=1, y=2, z=3\end{array} ...