Dynamic F1 Racing Track Simulation with Vector Rotation

This GeoGebra example demonstrates a dynamic simulation of a Formula 1 car moving along a racing track. It uses vector rotation to control the vehicle's motion along a circular path and generates smooth trajectory using spline curves. Core mathematical concepts include vector rotation, circular motion, locus, and tangent line calculations. Construction details: Uses Rotate command for point rotation, UnitVector and UnitOrthogonalVector for vector calculations, Circle command for creating the circular track, Spline for generating smooth paths, Point for defining key points, Length for calculating path length, and Locus for showing the dynamic trace. Suitable for high school mathematics (vectors, trigonometry) and college-level analytic geometry and calculus courses, also ideal for teaching parametric equations and geometric transformations.