Bisection method of numerical methods (Engineering mathematics)

(English Narration) Bisection method of numerical methods (Engineering mathematics)
The bisection method is a numerical technique used to find the roots of a function. It's particularly useful for continuous functions where you know there's a root within a certain interval.
Imagine a continuous function like a roller coaster ride. If the function goes from positive to negative (or vice versa) within a certain range, there must be a point where the function itself becomes zero, i.e., a root. The bisection method exploits this idea to progressively refine its guess for the root's location. By this lecture you will easily learn about the stated topic
Salient feature
1) Includes a small game for easy understanding
2) Solved numerical included
Dr. Amit Mandal
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