How many distinct complete graphs are there with at least 5 and less than 10 nodes?
Note: a graph is considered complete if for any two nodes on the graph, there is an edge between them.
Let \(K_4\) be the complete graph with 4 nodes. What is the biggest degree of any node on this graph?
Note: the degree of a node is the number of edges that connect to it.
Let \(K_5\) be the complete graph with 5 nodes, how many edges does it have?
How many complete graphs with at least 1 edge and at most 50 edges are there?
Define the distance between two distinct nodes to be the fewest number of edges in a path between the two nodes. What is the largest possible distance between two distinct nodes on the complete graph with 7 nodes?