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.3. Determine whether the given graph has a Hamilton circuit. If it does, find such a circuit. If it does not, give an argument to show why no such circuit exists. M.. X
- 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.Solve the traveling salesman problem for this graph by finding the total weight of all Hamilton circuits and determining a circuit with minimum total weight. Isf d) a b 2 6. d 7 4. 3.. For the graph given below find Eulerian circuit, starting at node "E":