Using Euler's formula to find the number of faces when number of vertices are 5 and number of edges are 8
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Answer:
For any polyhedron that doesn't intersect itself, the
Number of Faces
plus the Number of Vertices (corner points)
minus the Number of Edges
always equals 2
This can be written: F + V − E = 2
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Answer:
Euler's polyhedron formula, V−E+F=2
given that V=5 and E=8 so F = 2-V+E
F= 2-5+8=5
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