Bisection Method

The Bisection Method is a technique used to find a specific point where a function crosses zero, called a root. It starts with an interval where the function’s values at the ends have opposite signs, indicating the root lies within. The method then repeatedly halves this interval, checking the midpoint to see if it’s close enough to zero or whether the root is on the left or right side. By narrowing down the interval step-by-step, it efficiently zeros in on the root, ensuring accuracy with each iteration until the desired precision is reached.