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Suppose G is a connected cubic graph (regular of degree 3) and e is an edge...

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Advance Math

Suppose G is a connected cubic graph (regular of degree 3) and eis an edge such that G − e has two connected components G1 andG2

(a) Explain what connected means.

(b) We say that e is a____________ of G

(c) show that G1 has an odd number of vertices.

(d) draw a connected cubic graph G with an edge e as above.

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