SUBSTANTIVE PROVISIONS OF THE THEORY OF COMPOUND MOTION OF A MATERIAL POINT ON A PLANE
The compound motion of a point which relative transition happens in mobile three-edge curve given by the natural equations is considered. The transportation motion of three-edge is determined by differential performances of the curve. Competence of usage of the Frenet's formulas for determination of absolute velocity of the point in projections to basis vectors of mobile three-edge is proved. The absolute trajectories of motion are retrieved and visualization of the obtained outcomes is realized.