Fill in the blanks in each of the

______ matrix is both symmetric and skew symmetric matrix.


A Zero matrix

Let A be the symmetric and skew symmetric matrix.


A’=A (Symmetric)


A’=-A (Skew-Symmetric)


Considering the above two equations,


A=-A


2A=0


A=0 (A Zero Matrix)


Hence Zero matrix is both symmetric and skew symmetric matrix.


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