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Questions and Answers
What is a multigraph?
What is a multigraph?
- A graph with no edges between vertices
- A graph where all vertices have the same degree
- A graph where each vertex has a unique edge connected to every other vertex
- A graph with parallel edges between vertices (correct)
In the context of graphs, what is the degree sequence?
In the context of graphs, what is the degree sequence?
- The arrangement of vertex degrees in ascending or descending order (correct)
- The number of vertices in the graph
- The number of edges in the graph
- The arrangement of vertices in alphabetical order
What is the complement of a graph?
What is the complement of a graph?
- A graph where every edge is replaced by a non-edge (correct)
- A graph where every vertex is connected to every other vertex
- A graph with no edges
- A graph with parallel edges connecting each pair of vertices
What is a star graph?
What is a star graph?
In a complete graph, what is true about the number of edges?
In a complete graph, what is true about the number of edges?
What defines a simple graph?
What defines a simple graph?
What is a cut vertex in a graph?
What is a cut vertex in a graph?
How is a cut edge defined in a graph?
How is a cut edge defined in a graph?
What is the maximum number of cut edges possible in a connected graph with 'n' vertices?
What is the maximum number of cut edges possible in a connected graph with 'n' vertices?
If a cut vertex exists in a graph, what can be inferred about the existence of a cut edge?
If a cut vertex exists in a graph, what can be inferred about the existence of a cut edge?
What defines a cut set of a graph?
What defines a cut set of a graph?
What happens to a graph when a cut edge is removed?
What happens to a graph when a cut edge is removed?
What is a star graph?
What is a star graph?
What is the complement of a graph?
What is the complement of a graph?
What is a simple graph?
What is a simple graph?
What is a complete graph?
What is a complete graph?
Which of the following statements about edges in a graph is true?
Which of the following statements about edges in a graph is true?
In which type of graph are all possible edges present between distinct vertices?
In which type of graph are all possible edges present between distinct vertices?
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