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Check the detailed rules for converting recruitment points:

Candidates will be admitted according to the ranking list based on the results of the matriculation examination.

Number of points for the ranking is determined as the weighted average number of points corresponding to the matriculation examination in subjects specific to the field of study.

Points for the ranking (R) are calculated using the formula:

R = 0,2 m1 + 0,3 m2 + 0,05 o1 + 0,15 o2 + 0,3 x2

where:

m1, m2 – points for Mathematics
o1, o2 – points for Modern foreign language
x2 – points for Geography or History or Computer Science

1 – elementary level or verbal maturity examination

2 – advanced level or written maturity examination

If there is no points or ratings of the required exam for a specific subject in the graduation certificate of secondary education, the ranking value is set to zero points.

At the same time:

  • if there are only points for an extended exam in the graduation certificate of secondary education but points for a basic exam are expected in the qualification procedure, points from the extended exam are taken as points of basic exam,
  • if there is no grade for a written exam in the graduation certificate of secondary education but such a grade is expected in the qualification procedure, the oral exam grade is taken as the written exam grade,
  • subjects equivalent to Computer Science: Elements of Computer Science, Foundations of Computer Science, Information Technology, the subject equivalent to Physics and Astronomy: Physics.

The results obtained by a candidate holding a maturity certificate / secondary school graduation abroad are Polish converted into recruitment points (P) according to the formula:

P = 98 ( S-m) / (M - m) + 2

where:

S - is the calculated rating

M – maximum grade according to the scale used in a foreign school

m – minimum (admitting, qualifying) grade according to the scale used in a foreign school.


The purpose of the interview is to check the candidate's general knowledge in terms of taking up studies in a specific field, level, profile and is:

  • obligatory for persons applying for admission to studies on the basis of a document issued abroad, in connection with the submission of a document that is not a document confirming the right to apply for admission to studies, referred to in Article 326a(1) of the Act >>> check what this article says;
  • does not apply to persons with a secondary school-leaving certificate issued in the following countries: Australia, Austria, Belgium, Bulgaria, Canada, Chile, China, Colombia, Croatia, Cyprus, Czech Republic, Denmark, Estonia, Finland, France, Germany, Greece, Hungary, Iceland, Ireland, Israel, Italy, Japan, Liechtenstein, Latvia, Lithuania, Luxembourg, Malta, Mexico, Netherlands, New Zealand, Norway, Portugal, Romania, Slovakia, Slovenia, Spain, Sweden, Switzerland, Turkey, Ukraine, United Kingdom, USA, Italy.

ISSUES:


  1. The absolute value and its properties.
  2. The linear function and its properties.
  3. The quadratic function and its properties.
  4. The sine function and its properties.
  5. The cosine function and its properties.
  6. The tangent function and its properties.
  7. Systems of linear equations.
  8. The arithmetic sequence and its properties.
  9. The geometric sequence and its properties.
  10. Equations of parallel and perpendicular lines in the plane.
  11. Types of triangles.
  12. The areas of plane figures.
  13. Formulae for the area of a circle segment and the arc length of a circle.
  14. Thales' theorem.
  15. Similarity of triangles.
  16. Relationships between perimeters and areas of similar figures.
  17. The distance between two points in a coordinate system.
  18. Equation of a circle with centre at point S=(a, b) and radius r.
  19. The relationship between inscribed and central angles in a circle.
  20. Volumes and areas of prisms and pyramids.
  21. Volumes and areas of cylinders, cones, and spheres.
  22. Relationship between volumes of similar solids.
  23. Classical probability.
  24. Basic operations on sets.
  25. Axiomatic definition of probability and consequent properties of
  26. Arithmetic mean, median, and mode.
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This project is co-financed by the European Union through the European Social Fund, Program Operacyjny Widza Edukacja Rozwój 2014-2020 "Nowoczesne nauczanie oraz praktyczna współpraca z przedsiębiorcami - program rozwoju Uniwersytetu Zielonogórskiego", POWR.03.05.00-00-Z014/18