Скачать или смотреть 📘 Finding the Differential Equation of a Given Family of Curves – Part 2 | Advanced Explained

Welcome to Part 2 of our series on Finding the Differential Equation of a Family of Curves!
In this tutorial, we tackle three powerful examples step-by-step to help you master the method of eliminating arbitrary constants and forming differential equations.
👉 Examples Covered in this Video:
y = (x+c)^2
y=c_1e^(2x) + c_2e^(-2x)
These examples are hand-picked to expose you to both linear and nonlinear families of functions—perfect for students learning Differential Equations, Calculus, or preparing for exams.

✅ What You’ll Learn:

How to differentiate and eliminate constants

How to handle families with one or two parameters

Techniques to derive the corresponding differential equation

📌 Don’t forget to watch Part 1 if you missed it:    • 📘 How to Find the Differential Equation of...  
🔔 Subscribe for Part 3 coming soon!
📩 Comment your questions or suggestions below.
By Mexams