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[SOLVED] Show matrix has no inverse
Show that for a matrix A that has dimensions n by n (where n is an odd number) and is skew symmetric (i.e. transpose of A = -A) that it has no inverse
Not sure where to start but have a feeling I have to used the definition transpose of A = -A to find the determinant first.
Homework Statement
Show that for a matrix A that has dimensions n by n (where n is an odd number) and is skew symmetric (i.e. transpose of A = -A) that it has no inverse
The Attempt at a Solution
Not sure where to start but have a feeling I have to used the definition transpose of A = -A to find the determinant first.