If $A$ and $B$ are arbitrary $nxn$ matrices, which of the matrices must be symmetric?
$something^T$ means the transpose of "something".
$A^T$$A$
$A-A^T$
$A^TB^TBA$
If $A$ and $B$ are arbitrary $nxn$ matrices, which of the matrices must be symmetric?
$something^T$ means the transpose of "something".
$A^T$$A$
$A-A^T$
$A^TB^TBA$
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