This question explains the types of conditions that define a locus.
Identify the distance conditions and construct the locus accordingly; ignore movement or speed.
Loci are defined by specific conditions that points must satisfy. These often involve distances from lines, points, or regions. For example, points within a set distance from a line form a strip, points equidistant from two points form a perpendicular bisector, and points closer to one point than another define regions based on relative distances. Motion or speed does not define a locus. Understanding these conditions helps students visualise and construct loci accurately, improves geometric reasoning, and provides a foundation for more complex constructions and triangle problems. Practising different loci conditions builds confidence in identifying and drawing the correct regions.