Analytical Geometry and Elements of Linear Algebra B. and . Gojko is an indispensable guide for those who seek to better understand the fundamental parts of mathematics and uncover their practical significance. This book is intended for students, teachers, and anyone interested in mathematics as a tool for analyzing space, structures, and relationships. In it, the author masterfully combines theory and practice, creating a unique learning system that not only expands knowledge, but also awakens interest in mathematical thinking. What makes "Analytical geometry and elements of linear algebra" special? First of all, It is worth noting, The book covers a wide range of topics, starting with the basics of coordinate systems and equations of lines and planes , and ending with more complex concepts - matrices , vectors, own values and transformations. The author is not limited to the dry presentation of theoretical material, but actively uses examples, illustrations and tasks that help the reader not only to understand, but also to apply the knowledge gained in practice. This book is especially valuable for those who want to prepare for exams in mathematics, to deepen their knowledge for engineering, physical and mathematical or information specialties. It is suitable for students of technical universities, graduate students, as well as teachers looking for clear and structured materials to explain complex concepts. At the age of 16 years and older, readers with different levels of training will find here something useful for themselves, because the book combines the rigor of academic presentation and accessibility for beginners. In Analytical Geometry and Elements of Linear Algebra B. and . Goyko raises the most important topics that underlie modern mathematical thinking. The reader will get acquainted with the concepts of coordinate systems, equations of lines and surfaces in space, as well as with methods for solving systems of linear equations, finding bases and studying the properties of vector spaces. Particular attention is paid to the practical application of this knowledge - from modeling of physical processes to data processing and computer graphics. That is why the book deserves attention not only as a tutorial, but also as a source of inspiration for those who want to understand how mathematics helps solve real problems. Style B. and . Gojko is clear, logical and systematic. The author is able to explain complex ideas in simple language, avoiding excessive academic arrogance, which makes the book available to a wide audience. His approach is based on the gradual complication of the material, which allows the reader to confidently move forward, fixing each new topic. In his other works, Gojko demonstrates a deep understanding of mathematics and the ability to convey its beauty and practical value, which makes his book "Analytical Geometry and Elements of Linear Algebra" a worthy part of the educational literature on mathematics. If you are looking for a book that will not only expand your knowledge, but also inspire you to further study mathematics, this work and . Gojko will be a great choice . It will help you understand how analytic geometry and linear algebra are closely related to modern technology, engineering, and data science. Inspiring, structured and filled with practical tasks, this book will open up new horizons of mathematical thinking and will become a reliable companion on the way to professional and personal development.