Create an inordered threaded binary tree and perform inorder and preorder traversals. Analyze time and space complexity of the algorithm

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There are flight paths between cities. If there is a flight between city A and city B then there is an edge between the cities. The cost of the edge can be the time that flight takes to reach city B from A, or the amount of fuel used for the journey. Represent this as a graph. The node can be represented by airport name or name of the city. Use adjacency list representation of the graph or use adjacency matrix representation of the graph. Justify the storage representation used.(Operation to be performed adding and deleting edge, adding and deleting vertices, calculated in-degree and out-degree for directed graph and and degree of a node for undirected graph, Use any traversal to traverse graph)

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