Second Order Numerical Iterated Method of Newton-Type for Estimating a Single Root of Nonlinear Equations
Keywords:
Nonlinear problems, Newton’s Technique, Quadratic Technique, Convergence AnalysisAbstract
This study deals with the Newton-type numerical method to estimating a single root of nonlinear equations. The proposed method is converged quadratically and based on a Newton Raphson Method and step-size. Numerical tests demonstration of developed technique with well-known Steffensen Method and Newton Raphson Method. It is experiential from fallouts and comparisons of developed method is that the Second Order Newton-Type Iterated Method is superior than existing second order methods.
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