After successful completion of the course, students are able to:

• To distinguish, classify and compare elementary functions.
• Solving elementary equations and interpreting their results.
• Use derivation rules to calculate derivatives.
• Use differential calculus to calculate tangents and perform a curve discussion.
• Perform methods of integral calculus in various example situations.
• Capture and apply geometric interpretations and analytical concepts of vector calculation.
• Develop and solve questions in vector calculus.
• Geometrically interpret and classify complex numbers.
• Compile and solve tasks for complex numbers.

• Elementary functions, differential and integral calculus
• Vectors and analytical geometry
• Complex numbers

September cycle:

• Lecture units to introduce basic concepts and first examples.
• Exercise units for developing a solution strategy for various tasks.
• Online examples for self-study.
• Intermediate tests to prepare for the final test.

October cycle:

• Lecture units to introduce basic concepts and first examples.
• Online examples of self-study.
• Intermediate tests to prepare for the final test.

Zwischentests über Teilgebiete und ein Abschlusstest über alle Stoffgebiete sind zu absolvieren.

Ein Skriptum ist (ab September) im Graphischen Zentrum der TU Wien verfügbar.