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Can a polygon have less than three vertices? - Answers

No, a polygon cannot have less than three vertices. By definition, a polygon is a closed figure formed by connecting three or more straight line segments. A shape with fewer than three vertices would not enclose any area and would not meet the criteria of a polygon.



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Can a polygon have less than three vertices? - Answers

https://math.answers.com/math-and-arithmetic/Can_a_polygon_have_less_than_three_vertices

No, a polygon cannot have less than three vertices. By definition, a polygon is a closed figure formed by connecting three or more straight line segments. A shape with fewer than three vertices would not enclose any area and would not meet the criteria of a polygon.



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https://math.answers.com/math-and-arithmetic/Can_a_polygon_have_less_than_three_vertices

Can a polygon have less than three vertices? - Answers

No, a polygon cannot have less than three vertices. By definition, a polygon is a closed figure formed by connecting three or more straight line segments. A shape with fewer than three vertices would not enclose any area and would not meet the criteria of a polygon.

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      No, a polygon cannot have less than three vertices. By definition, a polygon is a closed figure formed by connecting three or more straight line segments. A shape with fewer than three vertices would not enclose any area and would not meet the criteria of a polygon.

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