" G3 R Gi C G2 G4 -Hz -H3 KHI
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In the above planar embedding of K4, one edge is drawn as a curve whereas all edges are
drawn as straight lines. Is it possible for a planar graph to have a planar embedding in which
each edge is drawn as a straight line? The answer is yes as shown by Fary. We just state the
result and omit the proof as the proof is complicated.
Theorem 1.7.1: Every planar graph admits a planar embedding in which each edge is drawn
as a straight line segment.
For example, the following is such a planar embedding of K4
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Hello
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Sorry I don't know
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