Theorem if g is simple planar and connected and has at
Question: Why is the constraint |V(G)| ≥ 3 necessary in Theorem?
Theorem: If G is simple, planar, and connected and has at least three vertices, then |E(G)| ≤ 3|V(G)| -6.
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question 1 go to httpplanaritynet enjoy2 verify eulers formula for k4 be sure to draw k4 without edges crossing3 draw
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question why is the constraint vg ge 3 necessary in theoremtheorem if g is simple planar and connected and has at least
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question draw a non-simple graph that violates theoremtheorem if g is simple planar and connected then g has at least
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