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prove that if A and B are square matrices of order n then Tr(AB)=Tr(BA).
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This is pretty much by definition: (AB)_ij = Sum A_ik B_kj so then write down expressions for Tr(AB) and Tr(BA) which you can see are the same....
please explain
The above is an explanation... Write down an expression of Tr(AB) and Tr(BA) (you can do this straight from the definitions)
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