Select the graph property that is not preserved under isomorphism. The vertices of the graph are numbered 1 through n, where n is the number of vertices. • The graph has at least n/2 vertices of degree 1. Every even numbered vertex has degree 3. The degree of every vertex is 3 The degree of every vertex is at least n/2 QUESTION 6 2 points Save Multiple Choice Select the statement that is false, • If two graphs G and Hare isomorphic, then they have the same total degree. If two graphs G and H have the same degree sequence, then G and Hare isomorphic. If two graphs G and H have the same number of edges then G and H must have the same total degree. If two graphs G and H have the same degree sequence, then G and H must have the same number of edges. The sequence (B,C,D,A,C,E,A) is a walk in a graph. Select the correct description for the walk. A trail but not a path Neither a trail or a path O A path but not a trail A trail and a path Show transcribed image text Select the graph property that is not preserved under isomorphism. The vertices of the graph are numbered 1 through n, where n is the number of vertices. • The graph has at least n/2 vertices of degree 1. Every even numbered vertex has degree 3. The degree of every vertex is 3 The degree of every vertex is at least n/2 QUESTION 6 2 points Save Multiple Choice Select the statement that is false, • If two graphs G and Hare isomorphic, then they have the same total degree. If two graphs G and H have the same degree sequence, then G and Hare isomorphic. If two graphs G and H have the same number of edges then G and H must have the same total degree. If two graphs G and H have the same degree sequence, then G and H must have the same number of edges.
The sequence (B,C,D,A,C,E,A) is a walk in a graph. Select the correct description for the walk. A trail but not a path Neither a trail or a path O A path but not a trail A trail and a path
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