Methodical Instructions for Higher Mathematics . H. 1" is a unique work created by a team of authors, which will become an indispensable assistant for students and teachers seeking to understand and master the complex concepts of higher mathematics. This edition is intended for those who want not only to memorize the formulas, but also to consciously approach the study of mathematical foundations, which makes it relevant for both beginners and more experienced readers. The first part of the "Methodological Guidelines" deals with the key topics that form the basis of higher mathematics: from the analysis of functions and limits to integrals and differential equations. Each section is filled not only with theoretical calculations, but also with practical tasks, which allows the reader to consolidate the knowledge gained in practice. The authors pay special attention to explaining complex concepts using accessible and understandable language, which makes the material easier to perceive. This book will be useful not only to students of technical specialties, but also to everyone who is interested in mathematics in general. It is suitable for high school students, university students, as well as for teachers who want to update their methodological approaches. If you are looking for high-quality teaching materials on higher mathematics, then “Methodological Guidelines on Higher Mathematics . H. 1" will be a real find for you. The topics raised in the book cover a wide range of mathematical concepts and methods, which makes it relevant for study in various fields of science and technology. The authors emphasize the importance of mathematical thinking and logic, which helps readers develop analytical abilities and apply the knowledge gained in real situations. The book not only teaches, but also inspires further study of mathematics, encouraging the reader to delve into this fascinating science. The style of the authors is clear and structured, which makes it easy to navigate the material. They use many examples and illustrations, which makes learning more visual and interactive. This book is not just a set of methodological guidelines, but a whole system that helps the reader step by step to master complex topics. If you are already familiar with other works of authors, such as "Course of higher mathematics" or "Practices in mathematical analysis", then you will appreciate their approach in this edition. Each chapter of the “Methodological Guidelines” is built on the previous one, creating a logical chain that helps the reader not only remember the material, but also understand its essence. In conclusion, “Methodological Guidelines for Higher Mathematics . H. 1" is not just a textbook, but a real find for everyone who seeks a deep understanding of higher mathematics. This book will be your reliable companion in the world of numbers and formulas, opening up new horizons of knowledge. Do not miss the opportunity to take a step towards mathematical erudition and self-confidence!