12. Find the inverse of the triangular matrix T where $$begin{aligned} T &= begin{bmatrix} I & J...

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12. Find the inverse of the triangular matrix T where

$$\begin{aligned}

T &= \begin{bmatrix} I & J & J \\ 0 & I & J \\ 0 & 0 & I \end{bmatrix}

\end{aligned}$$

and each submatrix is of order k x k.

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