If all the eigenvalues of a matrix are real and equal, then – McqOptions

MCQOPTIONS

1.	If all the eigenvalues of a matrix are real and equal, then
A.	the matrix is diagonalizable
B.	its eigenvectors are not necessarily linearly independent
C.	its eigenvectors are linearly independen
D.	its determinant is necessarily zero
Answer» C. its eigenvectors are linearly independen

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