Is determinant greater than 0 is sufficient condition for the matrix to be positive definate?
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On the other hand if the determinant ispositive, then either (i) both eigenvalues are positive, or (ii) both eigenvalues are negative. ... Therefore, a necessary and sufficient conditionfor the quadratic form of a symmetric 2 × 2 matrix to be positive definite is for det(A) > 0 and a > 0.
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