MCQ
Which one of the following statements is true
  • A
    Non- singular square matrix does not have a unique inverse
  • B
    Determinant of a non-singular matrix is zero
  • If $A' = A,$then  $A$ is a square matrix
  • D
    If $|A|\, \ne 0$, then $|A.adj\,A|\, = \,|A{|^{(n - 1)}}$, where $A = {[{a_{ij}}]_{n \times n}}$

Answer

Correct option: C.
If $A' = A,$then  $A$ is a square matrix
c
(c) If $A' = A$, then order of $A'$ will be same to order of  $A$ . So it is a square matrix.

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