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.

Intermediate tests on sub-areas and a final test on all subject areas are to be completed.

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