Annihilator Approach for Non-Homogeneous Linear Differential Equations | ODE Explained in Bangla

In this video, we explain the Annihilator Approach, a powerful technique for solving non-homogeneous linear differential equations. Using this method, the non-homogeneous part of the equation is annihilated with a differential operator, transforming the ODE into a homogeneous form and allowing systematic determination of the particular solution. Annihilator Approach for Non-Homogeneous Linear Differential Equations | ODE Explained in Bangla 🔹 Topics Covered in This Video: What is the Annihilator Approach and why it is important Using differential operators to transform non-homogeneous ODEs Finding the general solution by combining homogeneous and particular solutions Step-by-step examples demonstrating the method Applications in solving advanced linear differential equations 👉 This lesson is part of the Differential Equation Bangla Playlist, designed to help students master advanced methods for solving non-homogeneous ODEs in Bangla. Perfect for B.Sc. mathematics students, engineering and science learners, and competitive exam aspirants who want a clear understanding of non-homogeneous ODE solving techniques. If this tutorial helps you, please like, share, and subscribe for more Ordinary Differential Equation tutorials in Bangla.