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Home  >  Volume 31 (July 2015)

Comparison of Numerical Algorithms for Solving Non-Linear Equations by (Pages 57 – 60)
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Abstract

There are no any general formulas for solving or finding the roots of Polynomial equations of higher degrees (higher than 4). Some polynomial equations can be solvable in some straight forward manner but most polynomials (in real life) aren’t solvable. Instead we find the numerical approximation to some degree of accuracy. In this paper, we propose some new computational algorithms from the existing classical methods. The proposed method has been illustrated with some Numerical examples. The Numerical results obtained indicate that the new computational algorithms provide the good performance of iterations by reducing the number of iterations when compared with the Classical methods.

Keywords: Bisection Method, Regular Falsi Method, Nonlinear Equation, Numerical Examples.

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