Question: ALWAYS, SOMETIMES, NEVER for the following with justification : 1. If all singular values of a symmetric matrix A are positive, then A is positive
ALWAYS, SOMETIMES, NEVER for the following with justification : 1. If all singular values of a symmetric matrix A are positive, then A is positive definite. 2. If A is a matrix, then the matrix A^TA is orthogonally diagonalizable. 3. If H is a one-dimensional substance of R^n, then there exists an orthonornal basis of H
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