21.1. Newton Forward Interpolation formula - Computer based Numerical and Statistical Techniques

In this video, we study the Newton Forward Interpolation Formula, an important concept in Computer Based Numerical and Statistical Techniques. This method is used to estimate the value of a function for a given point when the data points are equally spaced and the required value lies near the beginning of the table. You will learn the derivation of the Newton Forward Interpolation formula, the step-by-step procedure, and how to construct the forward difference table. A solved numerical example is included to help you clearly understand how the formula is applied in practice. This lecture is especially useful for B.Tech, BCA, MCA, and computer science students preparing for exams or building a strong foundation in numerical methods. Subscribe to Bindas Code for more lectures on Numerical Methods, Finite Differences, and core computer science topics explained in a simple and exam-oriented manner.