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Principles of Mathematics

Course aims

Student gets the bysic knowledges and skills which are neresary for further studies at VSB-TUO during the course.
Students are able to evaluate the truth value of the logical statement, explain the difference between the basic numeric sets, edit the algebraic expression to describe the properties of functions, their domains, to quantify the functional values of elementary functions in the notable points and draw the graphs of these functions. In addition, the student is able to solve linear, quadratic, exponential, logarithmic and trigonometric equations and inequalities and to use this skills to solve elementary problems of analytic geometry.

Literature

R. G. Brown, D. P. Robbins: Advanced Mathematics (A Precalculus Course), Houghton Mifflin Comp., Boston 1989.
Libor Šindel: Principles of mathematics (The text is in electronic form).

Advised literature

Richard G. Brown, David P. Robbins, Advanced Mathematics a precalculus course


Language of instruction Czech, English
Code 470-2101
Abbreviation ZMA
Course title Principles of Mathematics
Coordinating department Department of Applied Mathematics
Course coordinator RNDr. Pavel Jahoda, Ph.D.