Using the Least Squares Method with Five Points to Solve Algebraic Equations Nonlinear
Nasr Al Din IDE1*, Sundus Naji Al Aziz2
Citation :Nasr Al Din IDE, Sundus Naji Al Aziz, Using the Least Squares Method with Five Points to Solve Algebraic Equations Nonlinear International Journal of Scientific and Innovative Mathematical Research 2019 , 7(5) : 26-30
In this paper, we introduce an extension of previous research to estimate the parameters of nonlinear algebraic models using the least square method to find the roots of nonlinear algebraic equations that is an important problem in science and engineering later many methods have developed for solving nonlinear equations. The Least square method for five points is used to find the present methods (PM). We applied a number some examples and numerical results obtained show that the present method is faster or slowest than the other methods with the higher degrees of least square polynomial.