Adriansyah, Nur Ahmad2021-10-212021-10-212021-04wahyu sari yenihttps://repository.unri.ac.id/handle/123456789/10294This article proposes a new single step iterative method for solving nonlinear equa- tions. This iterative method is derived using the approximation formula of truncated Thiele's continued fraction. Analysis of convergence shows that the order of conver- gence of the proposed iterative method for a simple root is four. To illustrate the advantages and performance of the proposed method, some numerical examples are given.enNonlinear equationThiele's continued fractionViscovatov algorithmiterative methodorder of convergenceArticle