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What is the degree of vertex 'a' in the graph G with vertices {a,b,c,d} and edges {{a,b},{a,c}, {b,c},{a,d}}?
What is the degree of vertex 'a' in the graph G with vertices {a,b,c,d} and edges {{a,b},{a,c}, {b,c},{a,d}}?
In a simple graph, how many edges connect two vertices?
In a simple graph, how many edges connect two vertices?
If two vertices of a graph are joined by an edge, what term is used to describe them?
If two vertices of a graph are joined by an edge, what term is used to describe them?
What is the term for a graph that contains loops or multiple edges?
What is the term for a graph that contains loops or multiple edges?
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In a directed graph, what is the term for vertices that are directly connected by an edge?
In a directed graph, what is the term for vertices that are directly connected by an edge?
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Which type of edge has the property of coinciding endpoints?
Which type of edge has the property of coinciding endpoints?
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What is the degree sequence of a graph?
What is the degree sequence of a graph?
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Which type of graph does not contain loops or multiple edges?
Which type of graph does not contain loops or multiple edges?
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What does the degree of a vertex in a graph represent?
What does the degree of a vertex in a graph represent?
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What is the term for a vertex with a degree of 0?
What is the term for a vertex with a degree of 0?
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