Question 9
Which of the following is/are true ?
Every square matrix with real entries has at least one real eigenvalue.
A set of two eigenvectors corresponding to the same eigenvalue of a square matrix must be linearly dependent.
Given a square matrix of order , the set of all eigenvectors for an eigenvalue , along with the zero vector, forms a subspace of .
A square matrix is not invertible if and only if is one of its eigenvalues.