Syllabus
The basis of kinematic geometry in the plane - the determination of motion, trajectories, envelopes.
Fixed and moving centrode.
The inverse motion.
Poncelet’s construction of trajectories and envelopes.
Special motions in the plane - cyclical, elliptic, cardioid, conchoid motion...
The basis of kinematic geometry in the 3D space. The use of GeoGebra and Cabri software.
Annotation
The basis of kinematic geometry in the plane and in the 3D space, the use of GeoGebra software. The subject is taught every two years.