25. Solve the traveling salesperson problem for this graph by finding the total weight of all Hamilton circuits and determining a circuit with minimum total weight. a 2 d 5 3 7 4 b 6
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- 6) Consider the graph at the right: b. a. (5 pts) Does it have an Euler circuit? (5 pts) Does it have an Euler path? c. (5 pts) Does it have a Hamilton circuit? d. (5 pts) Does it have a Hamilton path? 1 2 4 K 6 7 9 10 11 12 3 13 00 8F t у B E G р q u A V C W N S X r D H Determine whether the graph above has Hamiltonian circuit. Show and prove your answer.On paper show the graph with explanation
- Determine whether the following graph has an Euler circuit. If it does have an Euler circuit, find such a circuit. If it does not have an Euler circuit, explain why you can be sure that it does not.. For the graph given below find Eulerian circuit, starting at node "E":Define Hamiltonian path, Hamiltonian circuit and Hamiltonian graph and give one example each with justification. Write atleast two properties of Hamiltonian graph.