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Which of the following statements is true in respect of the convergence of the Newton-Rephson procedure?

1. It converges always under all circumstances.
2. It does not converge to a tool where the second differential coefficient changes sign.
3. It does not converge to a root where the second differential coefficient vanishes.
4. None of the above.
closed with the note: Numerical analysis removed from current gate CS syllabus

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