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subtended by the same arc or chord - circle geometry

 

Definitions from the Web

Subtended by the same arc or chord - Circle Geometry

Part of Speech: Phrase

Definition: Refers to angles that are formed by two different chords or arcs in a circle, and where those chords or arcs intersect at one point of the circle.


Sample Sentences:

  1. In circle geometry, if two angles are subtended by the same arc or chord, then those angles are equal in measure.
  2. The theorem states that if two chords or arcs in a circle intersect at a point, the angles subtended by those chords or arcs are congruent.
  3. To find the measure of an angle subtended by the same arc or chord, we need to consider the central angle or inscribed angle associated with it.

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