Newton-Raphson method converges than Regular Falsi method
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Falsi regulation method:
Solve nonlinear equations type f(x)=0
Requirements to start: Same as in the Method of
Bisection
Graphic interpretation:
Newton's method.:
Solve nonlinear equations type f(x)=0
Requirements: functions f(x), f '(x), f '' (x) are continuous close by
of the root.
Necessary condition of convergence: starting point near the root.
root.
Graphic interpretation:
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