2. A graph G is connected if for every pair of vertices u and v of...

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2. A graph G is connected if for every pair of vertices u and v of G there is a u-v path in G. Let G be a graph of order n > 2, and suppose that its minimum degree (G) satisfies 8(G) connected. n-1 2 Prove that G is 2. A graph G is connected if for every pair of vertices u and v of G there is a u-v path in G. Let G be a graph of order n > 2, and suppose that its minimum degree (G) satisfies 8(G) connected. n-1 2 Prove that G is