Find all minors of the matrix

\left[ \begin{array} { c c c } 9 & - 6 & 24 \\- 9 & 6 & - 18 \\3 & - 9 & 18\end{array} \right]

.
A)

\begin{array} { l l l } M _ { 11 } = 108 & M _ { 12 } = 90 & M _ { 13 } = - 63 \\M _ { 21 } = - 54 & M _ { 22 } = - 108 & M _ { 23 } = 63 \\M _ { 31 } = - 36 & M _ { 32 } = 54 & M _ { 33 } = 0\end{array}

B)

\begin{array} { l l l l } M _ { 11 } & = 63 & M _ { 12 } = - 108 & M _ { 13 } = - 54 \\M _ { 21 } & = - 63 & M _ { 22 } = 90 & M _ { 23 } = 108 \\M _ { 31 } & = 0 & M _ { 32 } = 54 & M _ { 33 } = - 36\end{array}

C)

\begin{array} { l l l } M _ { 11 } = - 54 & M _ { 12 } = - 108 & M _ { 13 } = 63 \\M _ { 21 } = 108 & M _ { 22 } = 90 & M _ { 23 } = - 63 \\M _ { 31 } = - 36 & M _ { 32 } = 54 & M _ { 33 } = 0\end{array}

D)

\begin{array} { l l l l } M _ { 11 } = - 108 & M _ { 12 } = - 54 & M _ { 13 } = 63 \\M _ { 21 } = 90 & M _ { 22 } = 108 & M _ { 23 } = - 63 \\M _ { 31 } = 54 & M _ { 32 } = - 36 & M _ { 33 } = 0\end{array}

E)

\begin{array} { l l l } M _ { 11 } = - 36 & M _ { 12 } = 54 & M _ { 13 } = 0 \\M _ { 21 } = 108 & M _ { 22 } = 90 & M _ { 23 } = - 63 \\M _ { 31 } = - 54 & M _ { 32 } = - 108 & M _ { 33 } = 63\end{array}

Find the Determinant Of [3−28−32−61−36]\left[ \begin{array} { c c c } 3 & - 2 & 8 \\- 3 & 2 & - 6 \\1 & - 3 & 6\end{array} \right]​3−31​−22−3​8−66​​

Multiple Choice