6. 4 Give an example of a graph Gsuch that (a) both Gand Gare Eulerian. (b) Gis Eulerian but Gis not. (c) neither Gnor Gis Eulerian and both Gand Gcontain an Eulerian trail. (d) neither Gnor Gis Eulerian, but Gcontains an Eulerian trail and Gdoes not. (e) Gcontains an Eulerian trail and an edge esuch that G- eis Eulerian.

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6. 4 Give an example of a graph Gsuch that
(a) both Gand Gare Eulerian.
(b) Gis Eulerian but Gis not.
(c) neither Gnor Gis Eulerian and both Gand Gcontain an Eulerian trail.
(d) neither Gnor Gis Eulerian, but Gcontains an Eulerian trail and Gdoes not.
(e) Gcontains an Eulerian trail and an edge esuch that G- eis Eulerian.
Transcribed Image Text:6. 4 Give an example of a graph Gsuch that (a) both Gand Gare Eulerian. (b) Gis Eulerian but Gis not. (c) neither Gnor Gis Eulerian and both Gand Gcontain an Eulerian trail. (d) neither Gnor Gis Eulerian, but Gcontains an Eulerian trail and Gdoes not. (e) Gcontains an Eulerian trail and an edge esuch that G- eis Eulerian.
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