Enabling students for abstract thinking and acquisition of new knowledge in Algebra and Mathematical Analysis.

Acquired knowledge is used in further education and in professional courses by making and solving mathematical models in professional courses using the knowledge in Algebra and Mathematical analysis.

Theoretical lectures: The field of real and complex numbers. Polynomials and rational functions. Matrix and determinants. Systems of linear equations. Vectors. Analytic Geometry in R^3. Real functions of one variable-limit value. Differential calculus and applications. Indefinite integral. Definite integral Practical lectures (Practice): Adequate examples from theoretical lectures are done during practice, thus exercising the knowledge from the lectures. Practice contributes to the better understanding of the taught knowledge.

Lectures; Numerical – computer Practice. Consultations. Lectures are combined. Theoretical part is followed by adequate examples which contribute to the clarification of the theoretical part. Computer practice accompanies lectures, and typical problems are solved and lectured knowledge is deepened. Besides lectures and practice, consultations are held on the regular basis.