Rayleigh Power Method to find Dominant Eigenvalue and Eigenvector| VTU example

This video explains the Rayleigh power method to find the dominant eigenvalue and eigenvector, a key concept in linear algebra. The Rayleigh power method is an iterative technique to find the largest eigenvalue and its corresponding eigenvector of a matrix. We will use an example from the 21mat11 module 5 and 1BMATC101 module 5 to illustrate the power method, providing a clear understanding of how to apply it. Using the power method, we can find the dominant eigenvalue and eigenvector, essential in various engineering applications. The video guides you through the step-by-step process of implementing the Rayleigh power method, making it easier to find the largest eigenvalue and eigenvector. The example is designed to help students understand and apply the power method and Rayleigh's power method.    • Investigate The Values of λ and | VTU 📌Imp...   Gauss elimination method    • Gauss Elimination Method Problem VTU Engin...   🌐 Useful Links Website: https://mudassiracademy.com//themudas... Engineering Tuition Bangalore: https://engineeringtuitionbangalore.com/ 📱 Social Media Facebook:   / themudassiracademy   Twitter:   / muddasiracademy   Instagram:   / mudassiracademy   🔥 Don’t forget to Like 👍, Share 📤, and Subscribe 🔔 for more Engineering Mathematics tutorials. Comment below if you want more linear algebra and matrices VTU problems solved