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Draw the graph whose vertex set is the set of integers from 1 to 7, and two verticesxandy are adjacent if |x-y| equivalence 0(mod 2)

Draw the graph whose vertex set is the set of integers from 1 to 7,

and two verticesxandy

are adjacent if |x-y| equivalence 0(mod 2)

1. Is it a simple graph? 2. Count degree of each vertex. 3. By adding some edges is it possible to transform it into Eulerian one?

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