Here, |V| = 8 and |R| = 5
From Euler equation, for any connected planar graph (Need not to be simple) |V| + |R| = |E| + 2 always hold true. where, |V| = Number of vertices |R| = Number of faces or Regions |E| = Number of Edges
From Euler equation, for any connected planar graph (Need not to be simple)
|V| + |R| = |E| + 2 always hold true.
where, |V| = Number of vertices |R| = Number of faces or Regions |E| = Number of Edges
hence, 8 + 5 = |E| + 2
|E| = 11
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