We say that a polygon is concave if it has a section that "points You can imagine that this part has "

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A polygon is concave if it has a vertex pointing inward, creating a dent. It seems like your sentence got cut off. However, I can help explain the concept of a concave polygon. A polygon is considered concave if at least one of its interior angles is greater than 180 degrees. This means that at least one vertex of the polygon "points inward" towards the interior of the shape, creating a "dent" or indentation. In contrast, a convex polygon has all interior angles less than 180 degrees, meaning all vertices point outward. To visualize this, you can think of a concave polygon as having a section that "caves in," while a convex polygon has all its points extending outward. If you were to draw a line segment between any two points inside a concave polygon, that line segment might lie outside the polygon, which is not the case for convex polygons. If you have more specific questions or need further clarification, feel free to ask!

We say that a polygon is concave if it has a section that "points You can imagine that this part has "

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We say that a polygon is concave if it has a section that "points You can imagine that this part has "

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