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A square matrix is called skew-symmetric if AT = -A. (a) (4 points) Explain why the main diagonal of a skew-symmetric matrix

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Page 1 A square matrix is called skew-symmetric if AT = -A. (a) Explain why the main diagonal of a skew-symmetric matrix ConsPage 2 Be To I 27 let (-2 -4 oJ 3x3 87 -1 -27 7 BT =-B Hence B is Škew-symmetric matrix. (0) Prove that it A and B both are s(d) find Page 3 Find the basis for and the dimension of all 2x2 skew -symmetric matrix. the basis of the subspace let A= (ais

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