The book "Methodological instructions and control tasks in the section "Analytical geometry" of the course "Higher mathematics" is an indispensable assistant for students, graduate students and anyone who seeks to better understand the basics of analytical geometry . Created by a team of authors, this publication is a carefully thought out and structured material that will help readers not only to master the theoretical aspects of the subject, but also to successfully apply them in practice. Analytical geometry is an important branch of higher mathematics that studies geometric objects using algebraic methods. The book covers key topics such as coordinate systems, equations of lines and planes, and second-order curves and surfaces. Each section contains methodological instructions that will help the reader not only to understand the theory, but also to prepare for control tasks. This makes the book an ideal tool for preparing for exams and tests. Who can like this edition? First of all, it will be useful for students of technical and natural sciences specialties, as well as for everyone who studies higher mathematics . If you study at the Faculty of Physics, Engineering or Mathematics, then this book will become your reliable companion in the world of analytical geometry. It will also be of interest to teachers who are looking for quality materials for their students, and to anyone who wants to refresh their knowledge in this area. One of the key topics raised in the book is the relationship between algebra and geometry. The authors show how geometric shapes can be described with the help of equations, which opens up new horizons for the analysis and understanding of spatial objects. In addition, the book discusses practical problems that will help readers see how analytical geometry is applied in real life - from architecture to computer graphics. The style of the authors is distinguished by clarity and accessibility of the presentation . They use many examples and illustrations, which makes the material more clear and understandable. This is especially important for complex topics where visualization plays a key role. The book is written taking into account modern educational standards, which makes it relevant and useful for students seeking high results. If you are looking for literature on analytic geometry, pay attention to works such as A. N. Kolmogorov or "Geometry and Algebra" and . Arnold . These books will also help you deepen your knowledge and broaden your horizons in learning mathematics. In conclusion, "Methodological instructions and control tasks in the section "Analytical geometry" of the course "Higher mathematics" is not just a textbook, but a whole world in which you can immerse yourself by studying analytical geometry . This publication will be your reliable assistant in learning and will open new opportunities for understanding and applying mathematical concepts. Do not miss the chance to take a step towards knowledge and confidence in your abilities!