A polyhedron have 10 edge 8 vertices . many faces of it are there?
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Possibility of this bring a polyhedron can be proved by Euler's formula, i.e
F+V-E=2
F=10 V=15 E=20
=10+15-20
=25-20
=5\ne25
=2
Euler;s formula can't be proved.
Hence,a polyhedron can not have 10 faces,20 edges and 15 vertices.
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