Bisection -

: The error is roughly halved with each iteration, making it slower than methods like Newton-Raphson but more reliable. Error Estimate : After iterations, the maximum error is

In mathematics and computer science, is a fundamental root-finding method that repeatedly divides an interval in half. It is a "bracketed" method, meaning it requires two initial points that surround a solution to a function. The Bisection Method Overview bisection

: The "bisection task" involves subjects marking the midpoint of a line to test for brain damage or neglect. : The error is roughly halved with each

: Tools like git bisect use this logic to find the specific code change that introduced a bug. bisection

The plot above shows how the method narrows down the root of 1.7321.732