Solving the first order Differential equation by using Laplace transform

In this video, you will be delved into solving first-order differential equations using the Laplace transform. We began with a brief overview of the Laplace transform and its relevance to differential equations. Step-by-step of applying the Laplace transform to convert a first-order differential equation into an algebraic equation is demonstrated. Techniques for handling initial conditions, simplifying the resulting equation, and applying the inverse Laplace transform to find the solution were covered. By the end of the video, viewers had a solid understanding of how to effectively use the Laplace transform to solve second-order differential equations