If a square matrix A satisfies A^T A = I, then the matrix A is
- A. Idempotent
- B. Symmetric
- C. Orthogonal
- D. Hermitian
Answer: C. Orthogonal
Explanation: A matrix is orthogonal if A^T = A^-1, or A^T A = I.
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If a square matrix A satisfies A^T A = I, then the matrix A is
Answer: C. Orthogonal
Explanation: A matrix is orthogonal if A^T = A^-1, or A^T A = I.
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