After successful completion of the course, students are able to correctly apply the central concepts and computational techniques of the course. This includes  (to a lesser degree) the ability to understand and explain these concepts and techniques. The following topics are included:

• real and complex numbers
• solving equations and inequalities
• elementary vector calculus and geometry
• limits and convergence
• sequences and series
• functions (general functions, elementary functions, continuity)
• differential calculus for functions of a real variable
• integral calculus for functions of a real variable.

Real and complex numbers, elementary vector calculus and geometry, sets and functions, limits and convergence, sequences and series, functions of a real variable,  differential- and integral calculus for functions of a real variable

In class the concepts and methods are motivated, explained and illustrated through examples. Lecture notes and suitable textbooks should be used in addition.

Classes end on Dezember 18th.

There will be a written exam. The exam contains problems  which have to be solved and questions concerning the theory.

Attention: The course is part of StEOP of ET.

Lecture notes will be available for download.

Sound knowledge of mathematics at the level of higher school education (Matura).

In case of existing deficiencies we recommend the Angleichungskurs Mathematik der TU Wien.