Enabling students to develop abstract thinking and acquire basic knowledge in the field of Mathematics (relations, number theory, matrices and determinants, systems of linear equations, mathematical induction and binomial distribution, polynomials, free vectors and analytical geometry in space).

Acquired knowledge is used in further educatin in engineering subjects so as to postulate and solve mathematical models in the engineering sciences.

Lectures (Theoretical lectures). Relations. Real and complex numbers. Mathematical induction and binomial distribution. Elementary functions. Matrices, determinants and systems of linear equations. Polynomials. Free vectors and analytical geometry in space. Practice lectures : In practice classes adequate examples and tests from the theoretical lectues are done in order to exercise lectured theory where exercises contribute to understanding of the theory.

Lectures; Computing practice. Consultations. Lectures are dynamic and interactive. In lectures theoretical part of the course is presented accompanied by characteristic and representative examples in order to better understand the theory. In practice, which follows lectures, typical problems are solved and lectured theory is deepened. Besides lectures and practice, regular consultations are also held. Part of the course, which is a logical unit, can be passed within the teaching process in the following 2 modules (the first module: relations, elementary functions, real and complex numbers, mathematical induction and binomial distribution, matrices, determinants and systems of linear equations; the second module: polynomials, free vectors and analytical geometry in space).