Share Your Research, Maximize Your Social Impacts
A MODIFICATION OF LINEAR INTERPOLATION METHOD FOR COMPUTING THE ROOTS OF AN EQUATION USING NEWTON-RAPHSON METHOD
Journal: International Journal of Advanced Research in Engineering and Technology (IJARET) (Vol.11, No. 08)Publication Date: 2020-08-31
Authors : Satyajit Gayan Nabin Kumar Pokhrel; Himangshu Hazarika;
Page : 755-759
Keywords : Intermediate value theorem; Asymptotic convergence; Truncation error; Efficiency index;
Source : Download
Find it from : Google Scholar
Abstract
The linear interpolation method (LIM) or the method of false position is a root finding method with two initial approximations. In this paper we briefly describe a modified version of the LIM and the behavior of the method has been investigated in terms of asymptotic convergence. Conclusions have been made by comparison with other vigorous methods with the help of examples.
Other Latest Articles
- INFLUENCE PARAMETERS THE SURFACE ROUGHNESS OF JIS 440 STAINLESS STEEL ON LAPPING PROCESS
- AN OVERVIEW STUDY OF DUAL-BAND MICROSTRIP ANTENNA FOR NON-INVASIVE HYPERTHERMIA TREATMENT
- ANALYSIS OF THE EFFECTS OF BENEFIT AND RISK FACTORS ON THE USE OF E-WALLET
- POTENTIAL OF RECLAMATION AREA OF COAL MINING SITES IN MEDICAL FIELD
Last modified: 2021-02-20 15:47:44