Question

Question No. 26
At which point the iterations in the Newton Raphson method are stopped?
When the consecutive iterative values of x are not equal
When the consecutive iterative values of x differ by 2 decimal places
When the consecutive iterative values of x differ by 3 decimal places
When the consecutive iterative values of x are equal​

Answer 1

$When \: \: the \: \: consecutive \\ values \: \: of \: \: iterations \: \: are \\ equal \: \: the \: \: iterations \\ of \: \: Newton \: Raphson \\ method \: \: are \: \: stopped. This \\ allows \: maximum \: \: accuracy \\ as \: \: compared \: \: to \\ other \: \: methods. \: \: </p><p> \\advertisement</p><p></p><p>$

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