In this video, we study the Newton Raphson Method, one of the fastest and most efficient root-finding techniques in Computer Based Numerical and Statistical Techniques. This method uses the concept of tangent lines and derivatives to approximate the root of a nonlinear equation.
You will learn the working principle of the Newton Raphson Method, the derivation of the formula, the step-by-step algorithm, and the conditions for convergence. A solved numerical example is also included to help you clearly understand how the method quickly approaches the correct root.
This lecture is especially useful for B.Tech, BCA, MCA, and computer science students preparing for exams or strengthening their fundamentals in numerical methods.
Subscribe to Bindas Code for more lectures on Numerical Methods, DSA, and coding concepts explained in a simple and practical way.
