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Are there any three-dimensional figures than have fewer than 3 edges? - Answers

Yes, an example of this is a sphere which does not have any edges. If you had intended to ask if there are any polyhedra with less than three edges, the answer to that would be no, as the only figure constructable from three distinct lines is a triangle.



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Are there any three-dimensional figures than have fewer than 3 edges? - Answers

https://math.answers.com/geometry/Are_there_any_three-dimensional_figures_than_have_fewer_than_3_edges

Yes, an example of this is a sphere which does not have any edges. If you had intended to ask if there are any polyhedra with less than three edges, the answer to that would be no, as the only figure constructable from three distinct lines is a triangle.



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https://math.answers.com/geometry/Are_there_any_three-dimensional_figures_than_have_fewer_than_3_edges

Are there any three-dimensional figures than have fewer than 3 edges? - Answers

Yes, an example of this is a sphere which does not have any edges. If you had intended to ask if there are any polyhedra with less than three edges, the answer to that would be no, as the only figure constructable from three distinct lines is a triangle.

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      Yes, an example of this is a sphere which does not have any edges. If you had intended to ask if there are any polyhedra with less than three edges, the answer to that would be no, as the only figure constructable from three distinct lines is a triangle.

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