Ok this is for a HW but I'm not looking for a handout...just a hint to get me on the right track.
I have no idea where to begin proving this:
Show that is A is a symmetric matrix, then
x^(t)*A*y = y^(t)*A*x
where ^(t) means transpose.
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Ok this is for a HW but I'm not looking for a handout...just a hint to get me on the right track. I have no idea where to begin proving this: Show that is A is a symmetric matrix, then x^(t)*A*y = y^(t)*A*x where ^(t) means transpose. |
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closed as off topic by Mariano Suárez-Alvarez, algori, Martin Brandenburg, Steve Huntsman, Charles Matthews Sep 20 2010 at 16:02 |