πŸ“Š Theory of Computation
Q. Consider a graph G = (V, E) where I V I is divisible by 3. The problem of finding a Hamiltonian cycle in a graph is denoted by SHAM3 and the problem of determining if a Hamiltonian cycle exits in such graph is denoted by DHAM3. The option, which holds true, is
  • (A) Only DHAM3 is NP-hard
  • (B) Only SHAM3 is NP-hard
  • (C) Both SHAM3 and DHAM3 are NP-hard
  • (D) Neither SHAM3 nor DHAM3 is NP-hard
πŸ’¬ Discuss
βœ… Correct Answer: (C) Both SHAM3 and DHAM3 are NP-hard

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