Mathematics, 05.05.2021 21:10, kam110800

A convex polyhedron has (9a−1) faces, (8a) vertices, and (16a) edges. What is the value of a? Euler’s formula: V + F = E + 2

a = 2
a = 3
a = 4
a = 5

Answers: 3

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A convex polyhedron has (9a−1) faces, (8a) vertices, and (16a) edges. What is the value of a? Euler’s formula: V + F = E + 2 a = 2 a = 3 a = 4 a = 5

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A convex polyhedron has (9a−1) faces, (8a) vertices, and (16a) edges. What is the value of a? Euler’s formula: V + F = E + 2

a = 2
a = 3
a = 4
a = 5