1 |
Course Title |
Analytical Geometry |

2 |
Year of study, speciality |
1, Speciality – “Mathematics”, focus area: “scientific and production activity” |

3 |
Semester of study |
1 |

4 |
Credit points |
4 |

5 |
Lecturer |
Ph.D. in Physics and Mathematics, Associate Professor Kononov Sergei Gavrilovich |

6 |
Goals of studying |
Systematic and comprehensive study of the first and second order figures in the Euclidean plane Mastering the main method of research in the analytical geometry – the coordinate method. Acquiring a sufficient volume of knowledge, skills and abilities by students in the field of analytical geometry to use them for studying other mathematical disciplines. |

7 |
Prerequisites |
Mathematical Analysis, Algebra and Theory of Numbers, Introduction to Mathematics |

8 |
Contents |
Vectors in three-dimensional Euclidean space |

9 |
Recommended literature |
1. 2. 3. 4. |

10 |
Teaching methods |
Comparative, problem, interactive –heuristic, visual. |

11 |
Language of instruction |
Russian |

12 |
Conditions (requirements), on-going control |
– individual tasks; – tests. The final mark is given with consideration for: 40% – evaluation of current academic performance, 60% – an oral answer at the examination |

13 |
Form of current assessment |
Examination |