If A is Square Matrix of order 3, then product of A and its transpose is
- A. Unit Matrix
- B. Zero Matrix
- C. Identity Matrix
- D. Symmetric Matrix
Answer: D. Symmetric Matrix
Explanation: (AA^T)^T = (A^T)^T A^T = A A^T. So it is symmetric.
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If A is Square Matrix of order 3, then product of A and its transpose is
Answer: D. Symmetric Matrix
Explanation: (AA^T)^T = (A^T)^T A^T = A A^T. So it is symmetric.
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