Methodical Instructions for Higher Mathematics . H. 2" is an important work created by a team of authors, which is a continuation of extensive research in the field of higher mathematics. This work will become an indispensable assistant for students, graduate students and anyone who seeks a deeper understanding of complex mathematical concepts and their practical application. The second part of the guidelines covers a wide range of topics, ranging from linear algebra to differential equations. Each section of the book is permeated with logic and structure, which allows the reader not only to learn the theoretical foundations, but also to apply them in practice. The authors have carefully worked the material to make it accessible and understandable, even for those who are faced with higher mathematics for the first time. The reader will be able to find here not only theoretical calculations, but also practical tasks that will help to consolidate the knowledge gained. This book will be especially useful for students of technical specialties, as well as for those who are preparing for exams or scientific research. If you study at the Faculty of Mathematics, Physics, Engineering or other technical disciplines, then “Methodological Guidelines for Higher Mathematics . H. 2" will become your reliable companion in the world of numbers and formulas. It will also be suitable for teachers who are looking for quality materials for preparing their classes, as well as for self-study. The topics raised in the book cover not only traditional aspects of higher mathematics, but also modern approaches to solving mathematical problems. The authors emphasize the importance of mathematical modeling and its importance in various fields of science and technology. This makes the book relevant not only for students, but also for professionals working in science, engineering and other fields where mathematics plays a key role. The style of the authors is distinguished by the clarity and logic of the presentation . They aim to make complex mathematical concepts understandable by using simple and understandable examples. This allows the reader not only to assimilate the material, but also to develop analytical thinking. Reading "Methodological Guidelines for Higher Mathematics . H. 2", you will be able not only to improve your mathematical skills, but also to learn how to apply them in real situations. If you are interested in books such as