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Core
Trees, BSTs, and Traversal
A binary tree connects each node to at most two children, and a binary search tree adds the invariant that everything left is smaller and everything right is larger, which yields O(log n) search on a balanced tree. The traversal skills interviews check are the three depth-first orders (pre, in, post), breadth-first level order, and moving between recursion and an explicit stack. Applied-AI interviews test this because in-order traversal of a BST produces sorted output, and the recursion-to-stack conversion is the same skill behind iterative DFS everywhere.
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RELATED CONCEPTS
PRACTICE THIS IN REAL QUESTIONS
Coding & DSASerialize and deserialize a binary tree.→Coding & DSAKth Smallest Element in a BST (in-order traversal).→Coding & DSAFind the Lowest Common Ancestor (LCA) of two nodes in a binary tree.→Coding & DSAValidate a Binary Search Tree.→Coding & DSACompute the diameter of a binary tree (longest path between any two nodes).→Coding & DSAReconstruct a binary tree from its preorder and inorder traversals.→
COMPANIES THAT ASSUME THIS
