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Invertible matrix/Find the inverse matrix/1+i2i3/01-i-1+3i/4-i02/Exercise
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Compute for the (complex)
matrix
M
=
(
1
+
i
2
i
3
0
1
−
i
−
1
+
3
i
4
−
i
0
2
)
{\displaystyle {}M={\begin{pmatrix}1+{\mathrm {i} }&2{\mathrm {i} }&3\\0&1-{\mathrm {i} }&-1+3{\mathrm {i} }\\4-{\mathrm {i} }&0&2\end{pmatrix}}\,}
the
determinant
and the
inverse matrix
.
Create a solution