Say matrix B is obtained by some reordering of the columns on matrix A. Then det(B) = - det(A).
If you switch 2 columns it is true, but if you switch 3 columns its false. I'm not sure how to generalize a formal odd/even proof for this?
Say matrix B is obtained by some reordering of the columns on matrix A. Then det(B) = - det(A).
If you switch 2 columns it is true, but if you switch 3 columns its false. I'm not sure how to generalize a formal odd/even proof for this?
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