ernest has a job helping a jewler. he had the assignment of counting faces, vertices and edges on the emeralds. on the first emerald enrest hcounted 6 faces and 6 vertices. he quickly realized he didnt have to count the edges. how many edges were there?

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ernest has a job helping a jewler. he had the assignment of counting faces, vertices and edges on the emeralds. on the first emerald enrest hcounted 6 faces and 6 vertices. he quickly realized he didnt have to count the edges. how many edges were there?

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This can be easily calculated using Eular's Formula V + F - E =2
Here V = number of vertices F = number of faces and E = number of edges
In your case, F = 6 V = 6 Substituting them in Eular's formula, we get 6 + 6 - E = 2 12 - E = 2 12 - 2 = E 10 = E Hope this is clear??? :D

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