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There are a number of different, and sometimes overlapping, classifications.

Polygons may be convex or concave. In a convex polygon, any two points inside the polygon are joined by a straight line that is wholly inside the polygon. In a concave polygon there are at least two points such that the line joining them intersects its boundary.

Polygons can by equilateral (all sides of equal length), or equiangular (all angles of equal measure) or regular (all sides equal AND all angles equal). Note that in general (unlike for triangles) equilateral and equiangular are not the same.

Polygons can be classified according to the number of sides/angles.

Q: What is the classifying of polygon?

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The definition of a irregular polygon is any polygon that is not a regular polygon.

A polygon is a Two dimensional figure that is closed.

Yes. A polygon is a closed figure.

false is not the right answer. Its true because classifying allows you to stay organized so a drawback of classifying is things staying disorganized.

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Yes because if you were classifying thing you would be organized. On the other hand if you were a drawback of classifying you would be a mess.

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i don't know whta is an classifying idea that's why im here to know the answer :