Question: 4. LONG-PATH is the problem of, given (G, u, v, k) where G is a graph, u and v vertices and k an integer, determining

4. LONG-PATH is the problem of, given (G, u, v, k) where G is a graph, u and v vertices and k an integer, determining if there is a simple path in G from u to v of length at least k. Show that LONG-PATH is NP-complete.

4. LONG-PATH is the problem of, given (G, u, v, k) where

4. LONG-PATH is the problem of, given (G, u, v, k) where G is a graph, u and v vertices and kan integer, determining if there is a simple path in G from u to v of length at least k. Show that LONG-PATH is NP- complete

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