The bisection method is the basic method of finding a root. As cycles are conducted, the period of time (or space) gets halved. So method is to come together to a root of "g" if "g" is a continuous function at a period of time (or space) [a,b] and f(a) and f(b) should have opposite sign. In this paper we have explained the role of bisection method. It is watched/followed that scientists and engineers are often faced with the job of finding out the roots of equations and the basic method is divide in bisection method but it is (compared to something else) slow.
Vishal Mehtre , Kiran Dhamansure "Role Of Bisection Method" Iconic Research And Engineering Journals Volume 3 Issue 6 2020 Page 39-41
Vishal Mehtre , Kiran Dhamansure "Role Of Bisection Method" Iconic Research And Engineering Journals, 3(6)