Errors and Approximations Part-2 | Application of Partial Differentiation

The approximation error in a data value is the discrepancy between an exact value and some approximation to it. This error can be expressed as an absolute error (the numerical amount of the discrepancy) or as a relative error (the absolute error divided by the data value). In this video you will learn 👉 Basics of Error and Approximations 👉 Example of Error and Approximations 👉 Formula to find volume of sphere & hemisphere 👉 How to find percentage change in given volume Study Material for Application of Partial Differentiation : https://docs.google.com/presentation/d/1FaBmUHLvVRRyxIeKssenrriDHYZJi1NG/edit Assesment for Application of Partial Differentiation: https://docs.google.com/document/d/1HNHqifGQVGUMYz68CagB5vTbUulgS85L/edit Contents of this video: 00:00 Intro 00:22 Example of Error & Approximation 02:12 Solution 03:15 Formula of volume of sphere & hemisphere 04:00 Finding errors 06:07 Differentiating with respect to height 08:14 percentage change in volume Keep Learning with Us and feel free to share the videos with your friends and Classmates.