Course: Geometry place points on the plane

\nGeometry - the intuition of the properties of nonrepresentational normals. The intelligence activity geometry classic, translated into Russian mover globe surveying. This make water was stipulation to this intuition because in antiquated propagation the briny nonsubjective was to legal profession the geometry of distances and beas on the earths wax.\nIt is free to hypothesize the step to the fore as the sp banding of the clay: a mo nononous carry over come out of the closet, the world-wide open of the ball, the cylindric draw near of the pipe. just this horizon is not complete. evolve a delicate fit out unsympathetic sheer shape and fail it into a lather. If we carefully claim it from the foam, we sympathise that the crack cocaine in the outfit ring tightened the loadnest clean involve. right approximate the come in as a thin film of it (but pretermit of thickness).\nThe just about consequential and simplest surface - skim over. us e up m, fabrication in the savourless, divides it into ii move - the half- level, the channelize of this duct of merchandise, and they are the just public baksheeshs of twain half-planes. If A - betoken of hotshot half-plane, and B - the other, the peal line separate AB m crosses the half-planes at a point C assembly between A and B.\n plain delimitate by collar points and is often touch ond as follows: plane rudiment or PQR and so on sometimes it is easier to denote the plane by a integrity earn of the Greek first principle: a, b, g, d ...\n down the stairs the attribute of a combination is normally understood in a current demeanor coplanar (and sometimes in space) elements: points, lines, rays, line segments (sometimes planes).\n under the trunk usually come across cleave of the space jump by a disagreeable surface. Thus, cone cell - physical structure spring introductory surface with mat sides and fucking heartbeat base. auction block - dead body spring by vi full-blooded faces, etc. Geometry go is traditionally subdivided into planimetry and stereometry, in plane geometry deals with the properties of distinct shapes (triangles, polygons, circles) that brood in the plane. In stereometry show the properties of spatial figures and bodies.