METODE BERTIPE SCHRODER BERORDE EMPAT UNTUK MENEMUKAN AKAR GANDA PERSAMAAN NONLINEAR

Abstract

This article discusses a new Schroder-type method to approximate a multiple root of the nonlinear equations. The proposed method has fourth order convergence and requires ve function evaluations per iteration. Through computational tests it is shown that the discussed method converges faster to the root compared to several other methods. The results support the theoretical study of the proposed method