Bisection Method Calculator

The bisection method is a numerical root-finding algorithm used to find the approximate solution to an equation within a given interval. It is a simple iterative process that repeatedly bisects the interval and narrows down the search for the root. Given an interval [a, b] where the function changes sign (indicating a possible root between a and b), the algorithm repeatedly divides the interval in half and identifies the subinterval that contains the root. It then updates the interval by setting either a or b as the endpoint of the subinterval, depending on which side the root is found. This process continues until a desired level of accuracy is achieved or the root is sufficiently approximated.