Tree traversals—in-order, pre-order, post-order, and level-order—each have unique uses. In-order traversal is ideal for retrieving sorted data or validating binary search trees (BSTs).

The key idea is to use recursion to construct the binary tree. We can determine the root node from the preorder traversal and then find its position in the inorder traversal to divide the inorder ...

This C++ code implements a simple Binary Search Tree with functions for Insert, Remove, and Inorder Traversal. It also includes additional functions for finding the Minimum and Maximum values in the ...