Abstract

In this paper, we present Optimal Equi-scaled families of Jarratt method for computing zeros of system of nonlinear equations numerically. In this paper, we extending the idea of the proposed families of Jarratt method to system of nonlinear equations .It is proved that the above said families have second order of convergence. Numerical tests are performed, which conform theoretical results. Form the compersion with known methods it is observed that present method shows good stability and roubustness. Keywords: System of Nonlinear equations, Optimal Order of Convergence, Halley's method, Schroder's method, Jarrat method.

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