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Let v be the number of vertices. Then Eulers formula tells,.pdf

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The document discusses Euler's formula in relation to a graph, illustrating a calculation involving vertices and edges. It states that the number of vertices (v) is determined to be 14 based on the equation v + 16 - 28 = 2. The solution highlights the relationship between vertices and edges in graph theory.

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Let v be the number of vertices. Then Euler's formula tells, v + 16 - 28 = 2 Hence, v = 14 vertices Solution Let v be the number of vertices. Then Euler's formula tells, v + 16 - 28 = 2 Hence, v = 14 vertices

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Let v be the number of vertices. Then Eulers formula tells,.pdf

  • 1. Let v be the number of vertices. Then Euler's formula tells, v + 16 - 28 = 2 Hence, v = 14 vertices Solution Let v be the number of vertices. Then Euler's formula tells, v + 16 - 28 = 2 Hence, v = 14 vertices