Inscribed
A polygon inside a circle, with each vertex of the polygon falling on the circumference of the circle.
Inscribed refers to any object or shape that is enclosed or enclosed within a larger object or shape. For example, a circle is considered inscribed when it is drawn inside a larger polygon and touches each side of the polygon only once.
In geometry, the term inscribed is often used to describe a circle that is drawn inside a polygon such that the sides of the polygon are tangent to the circle. This circle is called an inscribed circle.
Inscribed angles are another important concept in geometry. These are angles formed by two chords that intersect within a circle, where the vertex of the angle is on the circle itself. The measure of the inscribed angle is half the measure of the intercepted arc.
Overall, the term inscribed is commonly used in geometry to describe objects and shapes that are enclosed or contained within others.
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