Question: Consider connected graph G where |V(G)| > |E(G) and the following extremal problem: Prove or disprove that maximum length paths P, P2 C G

Consider connected graph G where |V(G)| > |E(G) and the following extremal 

Consider connected graph G where |V(G)| > |E(G) and the following extremal problem: Prove or disprove that maximum length paths P, P2 C G must have at least some common vertex v E P, P.

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