Bisection Method, Computational Mathematics, Engineering Maths, Applied Maths, B Tech Tuition

Bisection method is used to find the roots of equations, where direct method of solving is not possible. It offers a way to find the roots of equation by numerical technique. Here first we put 0 in the equation and see its value, then we put 1, if there is a sign change, we can then say that root lies between 0 and 1, we assume a equal to 0, b equal to 1, then find their bisection, i.e. mid point, then check the sign of the equation at mid point and so on. This way it is a iterative method, where we repeat the operation till roots starts getting repeated.