Do you find differential equations difficult? In this lesson, we'll start from the basics, step by step, so you can easily understand the subject. 🔹 We will learn how to solve different types of equations, with lots of practical examples and exercises so that you gain confidence in solving them yourself. 🔹 In this course, you'll receive clear explanations, real-life practical examples, and guided exercises to help you succeed in your exams and improve your academic performance. 🎯 What will you learn in this lesson? - Understand the concept of derivative and the relationship between functions and rates of change. - Types of differential equations (first order, second order, linear and nonlinear equations). - Different solution methods such as separation of variables, homogeneous equations, integration by integral factors, and Laplace transform. - Practical applications in physics and engineering (such as the motion of objects, electrical circuits, population growth, and heat transfer). - How to analyze and simplify complex mathematical problems in a systematic way. Teaching method I focus my explanations on simplifying concepts and linking them to real-life examples, with an emphasis on gradual understanding of the basic concepts. There will be direct interaction with the student, and a detailed explanation of each step so that they can solve the questions with confidence. I also provide practical exercises and short tests to enhance understanding and assess progress. 👥 Who is this lesson for? - University students majoring in engineering, mathematics, physics, computer science, and economics. - Students preparing for university exams or international tests. - Anyone who wants to strengthen their mathematical skills and gain a deeper understanding of the concept of change and mathematical modeling.