Exact Differential Equation | Definition, Conditions & Examples | M2 DEGREE скачать в хорошем качестве

Exact Differential Equation | Definition, Conditions & Examples | M2 DEGREE

In this lecture, we explain the concept of Exact Differential Equations in a simple and detailed way, ideal for students preparing for university exams and competitive tests like GATE & ESE. 🧠 What you'll learn: Definition of an Exact Differential Equation Necessary condition for exactness How to check if a DE is exact Method to solve exact differential equations Step-by-step solved examples Examples of exact differential equations include (2xy – 3x²)dx + (x² – 2y)dy = 0, (xy² + x)dx + yx²dy = 0, and cos(y)dx + (y² – xsin(y))dy = 0. An exact differential equation is in the form M(x, y)dx + N(x, y)dy = 0 and satisfies the condition that the partial derivative of M with respect to y equals the partial derivative of N with respect to x (∂M/∂y = ∂N/∂x). Perfect for: Engineering students, Mathematics majors, and Competitive exam aspirants #ExactDifferentialEquation #DifferentialEquations #LakiAcademy #EngineeringMaths #GATE #ESE #MathematicsLecture ~-~~-~~~-~~-~ Please watch: "PDE Formation:Eliminating Arbitrary Function | Partial Differential Equation Explain @lakichand99"    • PDE Formation:Eliminating Arbitrary Functi...   ~-~~-~~~-~~-~