Modified Linear Convergence Mean Methods for Solving Non-Linear Equations

  • Umair Khalid Qureshi
  • Zubair Ahmed Kalhoro
  • Ghulam Yaseen Bhutto
  • R B Khokar
  • Zohaib Ali Qureshi
Keywords: Non-linear equations, bisection method, convergence analysis


In this paper, we have suggested a Modified Mean Methods for solving non-linear equations. Proposed Methods
have linear order of convergence. The proposed Modified Mean Methods are used to solve all possible roots of non-linear
functions in simpler and easier way. The proposed Methods are working tremendous as compare to Bisection method based
on iterations and accuracy. To examine the fallouts of few problems, which are related by the non-linear functions to
observe the efficiency of develop Modified Mean Methods. C++ and EXCEL have been used for obtaining results and
graphical representations to justify the proposed methods. Throughout the study, it has been observed that the developed
Modified Mean Algorithms are better techniques for estimating a root of non-linear equations.

How to Cite
Qureshi, U. K., Kalhoro, Z. A., Bhutto, G. Y., R B Khokar, & Qureshi, Z. A. (2018). Modified Linear Convergence Mean Methods for Solving Non-Linear Equations. University of Sindh Journal of Information and Communication Technology , 2(1), 31-35. Retrieved from

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