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Course Title
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Analytical Geometry |
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Year of study, speciality |
1,Speciality – “Mathematics”, focus area: “scientific and construction activity” |
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Semester of study |
1 |
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Credit points |
5 |
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Name of the lecturer, scientific degree, occupation |
Hleb O. Kukrak, PhD in Mathematics |
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Goals of studying |
Mastering the main method of research in the analytical geometry – the coordinate method with using the vector algebra. Studying the first and the second order figures and the affine maps in the Euclidean plane and in the Euclidean three-dimensional space.
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7 |
Prerequisites |
Mathematical Analysis, Algebra. |
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Contents |
Vectors in the three-dimensional Euclidean space. Coordinate systems. Lines in the Euclidean plane. Planes and lines in the three-dimensional Euclidean space. Second order figures in the Euclidean plane and in the three-dimensional Euclidean space. Affine maps in the Euclidean plane and in the three-dimensional Euclidean space. |
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9 |
Recommended literature |
1. Kononov S.G. Analytical Geometry. – Minsk: BSU, 2014 (in Russian). 2. Milovanov M.V., Tyshkevich R.I., Fedenko A.S. Algebra and Analytical Geometry, vol 1. –Minsk: Vysheyshaya Shcola, 1984 (in Russian). 3. Burdun A.A., Murashko E.A., Tolkachev M.M., Fedenko A.S. Exercise Manual on Algebra and Analytical Geometry. – Minsk: Universitetskoe, 1989 (in Russian).
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Teaching methodology |
Comparative, problem, interactive-heuristic and visual. |
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Language of instruction |
Russian |
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Requirements for study during the semester |
– tests The final evaluation is given with consideration: 40 % – evaluation of current academic performance, 60% – аn answer at the examination. |
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Examination methodology |
Examination |