The book "Application of differential equations for solving applied problems" is an indispensable guide for those who seek to understand and master one of the most powerful and versatile mathematical disciplines underlying modern engineering, physical and economic analysis. The author, remaining in the shadows, created a work that turns complex theoretical concepts into practical tools that allow solving real problems encountered in various fields of science and technology. This book is a real treasure for students, graduate students, engineers and scientists who want to deepen their knowledge and learn how to apply differential equations in practice. The book focuses on the practical application of differential equations, which are an integral part of modeling the processes occurring in nature and technology. The author masterfully shows how these equations can describe the movement of bodies, heat propagation, chemical reactions, population dynamics, and even financial models. Each chapter is filled with concrete examples, problems and methods of their solution, which makes the book not only a theoretical manual, but also a practical guide for specialists facing the need for modeling and analysis of complex systems. The book "Application of differential equations for solving applied problems" is perfect for students of technical and natural sciences, as well as for engineers, economists and specialists in mathematical modeling. It is designed for readers with a basic level of knowledge in mathematics, but it is also able to interest those who already have experience with differential equations and are looking for new approaches and ideas for practical application. The author's style is clear and accessible, which makes complex topics understandable and fascinating, and the structure of the book is logical and consistent, allowing you to easily navigate the material. Particular attention is paid to methods of solving differential equations - analytical and numerical, as well as their application in modeling real processes. The book deals in detail with classical methods, such as the separation of variables, integrating multipliers, the method of characteristics, as well as modern numerical algorithms, which makes it relevant in the era of digital technologies. The author is not limited to dry formulas, but actively illustrates the theory with practical problems, which allows the reader not only to understand how to solve equations, but also why this is so. The style of the author is particularly lively and pragmatic, he skillfully combines the rigor of mathematical calculations with the availability of presentation, which makes the book attractive to a wide range of readers. Inspired by classical textbooks on differential equations, the author adds modern approaches and current examples, which allows the book to remain in demand and modern-oriented. This work is ideal for those who are looking not only for a theoretical basis, but also for the practical skills needed to solve applied problems in real life. If you are interested in mathematical modeling, Looking for a book , This will help you understand ,. How to use differential equations in engineering calculations , Economic Forecasting or Physical Modeling , "Applying differential equations to solve applied problems" will be a real discovery for you. This book is your reliable companion on the way to mastering the complex but incredibly important tools of modern science and technology. Reading it will open up new horizons for you, expand your horizons and help you confidently solve real problems using the power of differential equations.