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Question :
Write a program in PYTHON for creating a binary search tree (BST) from a given number randomly generated (distinct) integer values in a given interval [i, j], such that the height of the resulting BST is the lowest.
Your program should take as input three integers -the number of values (n), and the bounds i and j.
Inside the program, n distinct integers, each in the interval [i, j], will be created (by repeated calls to the random number generator), and then these n integers will be stored in a lowest-height BST; finally the integers stored in the BST will be printed (by inorder traversal of the tree).
Show your program's input and output for two different sets of input values (e.g., first run inputs: n=10, i=1, j=50; second run inputs: n=15, i = 5, j =100).
Binary search tree, and postorder and preorder traversal Determine the shortest path in Graph
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