Question: The following statement is true: If G=(V, E) is a graph, |V|=n, and| E|

The following statement is true: If G=(V, E) is a graph, |V|=n, and| E|

The following "proof" is wrong. What is wrong with it?

A graph G=(V, E) is connected if for every pair of vertices u,vV, u is connected to v . Suppose G=(V, E) is a graph, |V|=n, and |E|

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