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Concept Questions: 11-18-2011
MA2940: Linear Algebra for Engineers
1)
(T/F) If
λ
= 0 is an eigenvalue of a square matrix
A
, then
A
cannot be a Markov matrix.
2)
(T/F) If
λ
= 0 is an eigenvalue of a square matrix
A
, then
A
cannot be a symmetric
matrix.
3)
(T/F) All Markov matrices are diagonalizable.
4)
(T/F) Given 3 eigenvalues of a matrix and three eigenvectors, the matrix is uniquely

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