Ok.. I have a series of problems..
I have a square matrix, P, I also have a function, F, that computes < m x n matrix|m x m identity matrix>
I have to find F(P), F(Transpose(P)), F(P . Transpose(P)), F(Transpose (P) . P)
I also have to find their row reduced echelon forms and comment on their results
obviously some of these matrices are square, and so the row reduced echelon form of F finds their inverse.. but what about for those that arent square?
what are the comments I should be making?