A point is said to be equidistant from other points if it is always distanced equally or of the same distance away from each point. Learn everything you need to know about equidistant with …

What is an equidistant in geometry? In geometry, two or more points are said to be equidistant from each other if they are the same distance away from a third point.

Illustrated definition of Equidistant: The same distance (from each other, or in relation to other things). Example: parallel lines are always equidistant...

In math, especially in geometry and coordinate systems, equidistant means being at the same distance from two or more points or objects. For example, the locus of points equidistant from …

Two or more figures that are equal in distance from each other, or equal in distance from a given point, are said to be equidistant, as in the figure below. We see things that are equidistant all …

Equidistant in geometry means being at an equal distance from two or more points, lines, or objects. It is a fundamental concept used in various geometric constructions and real-world …

Jul 23, 2025 · Equidistant relation is defined as determining the distance of a point from two other given points in the line or graph. The point lies at an equal distance from both the point which …

When the distances between a point and the objects in a set are equal, that point is said to be equidistant from the set. According to Euclidean geometry, the perpendicular bisector …

A point is equidistant from other points if the line segments linking it to them are congruent (same length). In the figure above as you move any of the three orange points and note how P …

Equidistant, derived from the root words 'equal' and 'distance,' tells that a point is an equal distance from two or more points. The idea of an equidistant point is widely used and related to...