Bisection Method Advantages

In Numerical analysis (methods), Bisection method is one of the simplest, convergence guarenteed method to find real root of non-linear equations.

Bisection method also known as Bolzano or Half Interval or Binary Search method has following merits or benefits:

  1. Convergence is guarenteed: Bisection method is bracketing method and it is always convergent.
  2. Error can be controlled: In Bisection method, increasing number of iteration always yields more accurate root.
  3. Does not involve complex calculations: Bisection method does not require any complex calculations. To perform Bisection method, all we need is to calculate average of two numbers.
  4. Guaranteed error bound: In this method, there is a guaranteed error bound, and it decreases with each successive iteration. The error bound decreases by ½ with each iteration.
  5. Bisection method is very simple and easy to program in computer.
  6. Bisection method is fast in case of multiple roots.
  1. Bisection Method Algorithm
  2. Bisection Method Pseudocode
  3. Python Program for Bisection Method
  4. C Program for Bisection Method
  5. C++ Program for Bisection Method
  6. MATLAB Program for Bisection Method
  7. Bisection Method Advantages
  8. Bisection Method Disadvantages
  9. Bisection Method Features
  10. Convergence of Bisection Method
  11. Bisection Method Online Calculator