Book 1558 Higher Mathematics: Dissection. : Linear Algebra and Analytical Geometry: Learning. Authored by B. G. Reasonable, B. A. Karaseva, I. Yu. Mikhailova, T. N. Saburova and T. N. Fomenko is not just a textbook, but a real find for students, graduate students and anyone who seeks to understand the world of higher mathematics more deeply. This edition presents a comprehensive and systematic approach to the study of linear algebra and analytic geometry, two key sections that open the door to more complex mathematical concepts and applications. The book covers a wide range of topics, ranging from the basic concepts of vector spaces and matrices to more complex topics, such as linear transformations and their geometric interpretation. Each chapter is written with clarity and logic, which allows the reader not only to assimilate the material, but also to apply it in practice. The authors use many examples and tasks, which makes the learning process more exciting and interactive. You will be able to see how the theoretical aspects of linear algebra find their application in various fields such as physics, economics, and engineering. This manual will be especially useful for those who are preparing for exams or want to strengthen their knowledge in the field of mathematics. Students of technical and natural science specialties, as well as teachers, will find here a lot of useful information and methodological recommendations. The book is suitable for both self-study and for use in the educational process. It will become a reliable assistant for those who want not only to remember the formulas, but to understand their essence and learn how to apply them in practice. One of the key topics raised in the book is the relationship between linear algebra and analytic geometry. The authors show how mathematical models can be visualized and analyzed using geometric methods. This allows readers not only to solve problems, but also to develop spatial thinking, which is an important skill in modern scientific and engineering disciplines. The style of the authors is characterized by accessibility and clarity of presentation, which makes even the most complex topics understandable to a wide audience. B. G. Razumeyko and his co-authors have already established themselves as experienced educators and authors, and their previous work has also been popular among students and teachers. They are able to find a balance between theory and practice, which makes their benefits particularly valuable. If you are looking for a tutorial on higher mathematics, which will help you not only to master the material, but also to love mathematics, then "No. 1558 Higher mathematics: . : Linear Algebra and Analytical Geometry" is exactly what you need. This book will be your faithful companion on the way to mathematical mastery, will open new horizons and help you confidently step on the difficult paths of higher mathematics. Do not miss the chance to immerse yourself in the fascinating world of numbers and formulas, where each task is a step towards new knowledge and discoveries.