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SDP on Ace Coding Interviews: DSA Mastery with Java Day 10

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245 views6likes1:57:50excelrsolutions1515Original Release: 2026-07-18

A tree is a nonlinear hierarchical data structure where each node can have at most two children (left and right), with key terminologies including root (topmost node), parent/child nodes, leaf nodes (no children), siblings (same parent), height (longest path from root to leaf), and level (distance from root). Binary Search Trees (BST) follow specific rules: left subtree contains smaller values, right subtree contains larger values, and both subtrees are also BSTs. Tree traversal methods include In-order (Left-Root-Right), Pre-order (Root-Left-Right), Post-order (Left-Right-Root), and Level-order (BFS using queue). BST insertion uses recursion: if root is null, create new node; if value < root.data, insert left; if value > root.data, insert right. BST search similarly uses recursion to find values by comparing with root and traversing left or right subtrees.