👉 In geometry, a concyclically defined set of points is a set where all points lie on the same circle. This means that if two or more points are in the same circle, then they must be concyclically defined. In other words, any three points can form a line segment that is tangent to the circle at exactly one point.
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What is the definition of Concyclic? 🙋
👉 In geometry, a set of three or more points that form a closed curve (a circle) is called cyclic. This means that all of its chords intersect at one point. The word "concyclic" comes from the Latin words "concurs," which mean "to agree" or "to be concordant."
