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Assume we have an n-hedron with the maximum number of vertices possible for the value n. Hence three-dimensional figure that has the greatest number of faces is octagonal pyramid. Faces Edges And Vertices Of Solids Ck 12 Foundation Which shape has 5 faces 5 vertices and 8 edges. . A point where two or more lines meet is called a vertex. A cuboid has 8 vertices. Now I think if we want to find the largest possible value of V then we try to minimize the degree of every vertex but we have that d e g v 4 and so 38 4 95 but we cant have fractions in our answer and if we take 9 4 36 that cant happen then we can have 8 vertices each with degree 4 and the last one should be degree 38 32 6. In 3-D shapes it gets a little more complicated. F V E 2. Each vertex must have exactly 3 edges. Three-dimensional figure that has the greatest number of faces is octagonal pyramid. What shape is create by the rotation and what i...


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