Acquisition of basic knowledge in advanced mathematics and enabling students for abstract thinking and application of acquired knowledge in general and other professional courses. Development of the calculation techniques used for practical problems, project and professional courses.

Acquisition of basic knowledge in advanced mathematics and enabling students for abstract thinking and application of acquired knowledge in general and other professional courses. Development of the calculation techniques used for practical problems, project and professional courses.

Real functions of one variable. Limit values of functions. Analyzing of the flow of functions and drawing of its graphics. Real functions of two variables. Partial derivatives, total differential. Differential calculus. Application of derivation of functions. Integral calculus. Application of an integral calculus. Differential equations of the first order. Differential equations of higher order. Introduction to the theory of series.

Lectures and Practice. Colloquium during semester, examination (problems and test in theory) at the end of the semester. Lectures are combined. During the lectures, theoretical part of the course is presented and followed by typical examples for better understanding. During the Practice, which accompanies lectures, typical problems are solved and the knowledge from the lectures is deepened. Besides lectures and practice, consultations are held on the regular basis. Part of the course, which represents a logical whole, can be taken during the teaching process in the form of the colloquium. During the teaching process students get homework assignments which they solve individually or in a group.