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If A is any square matrix, then A — A* is a
  • a)
    Symmetric matrix
  • b)
    Skew symmetric matrix
  • c)
    Hermitian Matrix
  • d)
    Skew Hermitian Matrix
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
If A is any square matrix, then A — A* is aa)Symmetric matrixb)S...
(A − A')' = A' − (A')'
= A' − A
= −(A − A')
Therefore, it is a skew symmetric matrix
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Most Upvoted Answer
If A is any square matrix, then A — A* is aa)Symmetric matrixb)S...
(A − A')' = A' − (A')'
= A' − A
= −(A − A')
Therefore, it is a skew symmetric matrix
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If A is any square matrix, then A — A* is aa)Symmetric matrixb)Skew symmetric matrixc)Hermitian Matrixd)Skew Hermitian MatrixCorrect answer is option 'D'. Can you explain this answer?
Question Description
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