Inscribed
Vertices that lie on a circle in a polygon
An inscribed shape is a geometric shape such as a circle, triangle, square or polygon that is drawn inside another shape so that all of its vertices (or points) touch the edges of the larger shape. The inscribed shape can be considered a best fit within the larger shape, meaning it takes up the greatest amount of space possible without going outside of the edges of the larger shape.
For example, an inscribed circle is one that is drawn inside a polygon or other shape so that its edge touches all sides of the larger shape. The center of the circle is located at the point of intersection of the perpendicular bisectors of any two sides of the polygon. Similarly, an inscribed square is a square that is drawn inside another shape so that its corners or vertices touch the edges of the larger shape.
Inscribed shapes are often used in geometry to help solve problems and calculate measurements, such as finding the area of a polygon or circle. They also have many real-life applications, such as in construction and engineering, where inscribed shapes can help determine the best way to fit a structure within a certain space.
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