Prove that each of following problems is in P by sketching a polynomial time alg

Question

Prove that each of following problems is in P by sketching a polynomial time algorithm that solves it. Briefly justify that your algorithm runs in polynomial.
(3) COMPLETE = {G | G is a complete graph (i.e., it contains a clique of size n where n is the number of nodes in the graph)}
Prove that each of following problems is in P by sketching a polynomial time algorithm that solves it. Briefly justify that your algorithm runs in polynomial.
(3) COMPLETE = {G | G is a complete graph (i.e., it contains a clique of size n where n is the number of nodes in the graph)}
Prove that each of following problems is in P by sketching a polynomial time algorithm that solves it. Briefly justify that your algorithm runs in polynomial.
(3) COMPLETE = {G | G is a complete graph (i.e., it contains a clique of size n where n is the number of nodes in the graph)}

Explanation / Answer

Complete (G(<V, E>)

This will run in O(V²), which is polynomial and hence is in P.

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