Question: 1 Let n 2 be a positive integer. Define the graph G n as follows: V ( G n ) is the set of all

1 Let n2 be a positive integer. Define the graph Gn as follows: V(Gn) is the set of all binary
strings on n bits, with two vertices adjacent if they differ in exactly one bit. For example, in G4,
1100 is adjacent to 0100 but 1100 is not adjacent to 0000.Prove Gn is bipartite.
1 Let n2 be a positive integer. Define the graph Gn

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