EXACT DIFFERENTIAL EQUATION SOLVED PROBLEM 3 | FIRST ORDER DIFFERENTIAL EQUATION

[@syedqaysair5229]

Sir thanks 👍

[@vishwanathtripathi4167]

Very Very nice explanation sir

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Ek number ❤

[@YASHRATHORE007_YR]

Your great sir ❤❤❤❤❤

[@hasnatabdullah6608]

Thank u sir

[@ProfessorAhmad-t1n]

Great sir ❤🎉

[@vinilarts6640]

Excellent explanation sir

[@Baljinder-j5p]

Sir my problem only one how to determine the question that is solve by higher oder type question or othe way solve i confuse understand types of question

[@Sa_STATUS1508]

that's my problem also.... Because before solving the question we have to identify the Que...

[@Studywithom-ni]

👉🏽1. *Ordinary Differential Equation (ODE)*: Definition: An equation involving a function of one independent variable and its derivatives. Example: dy/dx = 2x 👉🏽2. *Partial Differential Equation (PDE)*: Definition: An equation involving a function of multiple independent variables and its partial derivatives. Example: ∂u/∂x + ∂u/∂y = 0 👉🏽3. *Linear Differential Equation*: Definition: An equation with a linear relationship between the function and its derivatives. Example: dy/dx + 2y = 0 👉🏽4. *Nonlinear Differential Equation*: Definition: An equation with a nonlinear relationship between the function and its derivatives. Example: dy/dx = y^2 👉🏽5. *Homogeneous Differential Equation*: Definition: An equation with a zero term, meaning the equation can be written as dy/dx = f(y/x). Example: dy/dx = y/x 👉🏽6. *Nonhomogeneous Differential Equation*: Definition: An equation with a nonzero term, meaning the equation cannot be written as dy/dx = f(y/x). Example: dy/dx = y/x + 1 👉🏽7. *Separable Differential Equation*: Definition: An equation that can be written as dy/dx = f(x)g(y). Example: dy/dx = x^2y 👉🏽8. *Exact Differential Equation*: Definition: An equation that can be written as dy/dx = f(x,y) and has an exact solution. Example: dy/dx = 2x + 3y 👉🏽9. *First-Order Differential Equation*: Definition: An equation involving only the first derivative of the function. Example: dy/dx = 2x 👉🏽10. *Higher-Order Differential Equation*: Definition: An equation involving higher-order derivatives of the function. Example: d^2y/dx^2 + 2y = 0 👉🏽11. *Coupled Differential Equations*: Definition: Multiple equations with multiple variables. Example: dx/dt = y, dy/dt = x 👉🏽12. *Initial Value Problem (IVP)*: Definition: Solving a differential equation with initial conditions. Example: dy/dx = 2x, y(0) = 1 👉🏽13. *Boundary Value Problem (BVP)*: Definition: Solving a differential equation with boundary conditions. Example: dy/dx = 2x, y(0) = 0, y(1) = 1🙄🥺🤯🥶😵‍💫😫

[@108akshayaher9]

Sir please make a playlist of non-exact DE 🙏🙏

[@WaqarAhmad-yy2rl]

❤❤❤

[@shyam6276]

Pls make videos on Gauss, Green, stoke theorem

[@dailygrind108]

6:02 agar yaha 2 +x²y ko M manke dm/dy kar rahe hai toh ans galat aa raha hai kyon

[@pewbug2516]

Sir do you also teach branch subjects of btech?

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[@108akshayaher9]

*M-II Insem Exam Paper Pattern* *Final* Total Mark's : 30 Time : 1h 1a) Exact D.E. /Non-Exact D.E. 1b) Non-Exact D.E./Exact D.E. 1c) Linear D.E. / Bernoulli's D.E. *OR* 2a) Exact D.E. /Non-Exact D.E. 2b) Linear D.E. / Bernoulli's D.E. 2c) Bernoulli's D.E./Linear D.E. 3a) Newton's Law of Cooling/ Orthogonal Trajectory 3b) L-R Circuits 3c) Rectilinear Motion *OR* 4a) Orthogonal Trajectory/Newton's Law of Cooling 4b) R-C Circuits 4c) Heat flow