1 
Course Title

Geometry

2 
Year of study, speciality 
1, specialty “Mathematics and Information Technologies”

3 
Semester of study 
1 
4 
Credit points 
4 
5 
Name of the lecturer, scientific degree, occupation 
associate professor Vladimir V. Suvorov,
PhD in Mathematics, Department of Geometry, Topology and Methods of Teaching Mathematics 
6  Goals of studying  A systematic and comprehensive study of first and second order figures on Euclidean plane and in Euclidean threedimensional space using vector algebra. Mastering the basic method of research in analytical geometry – the method of coordinates.Acquisition of sufficient knowledge, skills and abilities in the field of geometry for students to use in studying other mathematical disciplines. 
7 
Prerequisites

Mathematical analysis, Algebra and number theory, Introduction to mathematics 
8  Contents  Vectors in threedimensional Euclidean space . Straight lines on Euclidean plane , planes and straight lines in space . Figures of the second order on and in , their properties, Euclidean and affine classification. 
9  Recommendedliterature 
1. Kononov S.G. Analytic geometry: – Minsk: BSU, 2014. – 238 p. (in Russian). 2. Milovanov M.V., Tishkevich R.I., Fedenko A.S. Algebra and Analytical Geometry: in 2 volumes: – Minsk: Vysheishaya shkola, 1984. – Volume 1. – 302 p. (in Russian). 3. Burdun A.A., Murashko E.A., Tolkachov M.M., Fedenko A.S. A Collection of problems in algebra and analytic geometry. – Minsk: Universitetskoe, 1989. – 285 p. (in Russian). 4. Modenov P.S., Parkhomenko A.S. Collection of problems in analytic geometry.– M., Nauka,, 1976.– 384 p. (in Russian). 
10  Teaching methodology 
Lectures, solving problems, discussions, consultations. 
11  Language of instruction  russian 
12  Requirements for study during the semester  – Individual tasks; – test papers.The final evaluation is made taking into account:40% – assessment of current academic performance,60% – oral answer in the exam 
13  Examination methodology  Exam 