1. Consider the given map of the divisions of a fictional country. Convert it to a...

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1. Consider the given map of the divisions of a fictional country. Convert it to a suitable graph, and color them using maximum three colors (Red, Green, Blue) so that no two adjacent divisions have the same color. You can use Backtracking/ Forward checking. You must use Minimum Remaining Value heuristic followed by Degree heuristic followed by numeric order to choose the order of nodes. Show your work. In particular, the order of the nodes must be clearly mentioned. THE REPUBLIC OF FORNS B Forntopia Forntown Fornsville Fornstan E Fornarnia 1. Consider the given map of the divisions of a fictional country. Convert it to a suitable graph, and color them using maximum three colors (Red, Green, Blue) so that no two adjacent divisions have the same color. You can use Backtracking/ Forward checking. You must use Minimum Remaining Value heuristic followed by Degree heuristic followed by numeric order to choose the order of nodes. Show your work. In particular, the order of the nodes must be clearly mentioned. THE REPUBLIC OF FORNS B Forntopia Forntown Fornsville Fornstan E Fornarnia

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To solve the map coloring problem using backtracking and the heuristics mentioned lets convert the d... View the full answer