if a is a skew symmetric matrix what is the trace of a
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the trace is zero
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If A is skew - symmetric matrix, then A^2 is a symmetric matrix.
A scalar multiple of a skew-symmetric matrix is skew-symmetric. The elements on the diagonal of a skew-symmetric matrix are zero, and therefore its trace equals zero. , i.e. the nonzero eigenvalues of a skew-symmetric matrix are non-real.
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