please send the code .
thankful to u for that.
For a 3x3 matrix it probably doesn't matter much (depending on the condition of
the matrix) but in general you never ever construct an explicit inverse of a matrix.
Normally you'd construct three matrices P, U and L where P is a simple row
permutation matrix and U and L are upper and lower triangular matrices where
the main diagonal of L consists of all 1s such that L.U = P.A; given those three
matrices you can construct an explicit A^-1 matrix if you want, but more
important you can solve the linear system A.x = b for any value of vector b.
Google for LUP decomposition.
kind regards,
Jos
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