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In this tutorial, we are going to be going over a AVL Tree, within JavaScript. An Avl tree, is a height balanced tree. A height balance tree, is a tree in which no 2 subtrees within a tree, differ in height, by more than 1. By keeping our tree balanced this will make up lookup times faster, since within a binary search tree, the tree can eventually be skewed towards the left or right side. An Avl tree maintains this height balance, by using rotations. Its decided which rotation to use based on the balance factor of the node. Which is just the height of the left subtree - right subtree. Within the video, we'll go over the 4 cases in which a rotation would occur. NoobCoder.com Source Code: https://github.com/noobcoder1137/data... Time Stamps: 0:00 : intro 0:20 : Skewed BST 0:41 : What is a Height Balanced Tree, Height Definitions 1:16 : Example of Height Balanced Trees 2:50 : Balance Factors Definition 3:39 : Calculating Balance Factor Examples 7:09 : Problem: Left-Left Case, Solution: Right Rotation 9:13 : Problem: Right-Right Case, Solution: Left Rotation 10:30 : Problem : Left-Right Case, Solution : Left Rotate then Right Rotate 12:28 : Problem : Right-Left Case, Solution : Right Rotate then Left Rotate 14:16 : Left-Left Case : Handling Subtrees When Rotating 14:51 : Right-Right Case : Handling Subtrees When Rotating 15:15 : Left-Right Case : Handling Subtrees When Rotating 15:54 : Right-Left Case : Handling Subtrees When Rotating 16:36 : AVL Constructors Code 17:15 : Utility MethodsCode : getHeight, getBalance 17:41 : Left Rotate Code 18:24 : Right Rotate Code 18:55 : Insertion Code Overview 23:41 : Insertion Code Walk Through Example 28:27 : Deletion Code Overview 30:42 : Deletion Code Walk Through Example