A and B are real nonzero 3 3 matrices and satisfy the equation 1. Prove that
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Question:
A and B are real nonzero 3 × 3 matrices and satisfy the equation
1. Prove that if B is orthogonal then A is antisymmetric.
2. Without assuming that B is orthogonal, prove that A is singular (i.e., its determinant
vanishes).
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