The necessary condition to diagonalise a matrix is that (A) its all Eigen values should be distinct. (B) its Eigen vectors should be independent. (C) its Eigen values should be real. (D) the matrix is non-singular.

The necessary condition to diagonalise a matrix is that 

 (A) its all Eigen values should be distinct. 

 (B) its Eigen vectors should be independent. 

 (C) its Eigen values should be real. 

 (D) the matrix is non-singular. 
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1 Answer

Answer :

The necessary condition to diagonalise a matrix is that 

 (A) its all Eigen values should be distinct. 

 (B) its Eigen vectors should be independent. 

 (C) its Eigen values should be real. 

 (D) the matrix is non-singular. 

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