AVL Tree Insertion & Rotations Explained | DSA Made Easy ⚡

Welcome to another video of the DSA MADE EASY series! 🚀 In this video, we are diving deep into AVL Trees (Adelson-Velsky and Landis Trees), which are self-balancing Binary Search Trees (BST). If you find balancing factor calculations and tree rotations (LL, RR, LR, RL) confusing, this video will make it crystal clear with step-by-step visual examples and code! 🔥 What you will learn in this video: 00:00 - Introduction to AVL Tree 02:15 - Why do we need AVL Trees? (The problem with skewed BST) 05:30 - Balance Factor Calculation 09:15 - Types of Imbalances & Rotations (LL, RR, LR, RL) 16:45 - Step-by-Step AVL Tree Construction (Visual Example) 25:30 - Coding Implementation (C++ | Java | Python) 33:10 - Time & Space Complexity Analysis 36:00 - Real-World Applications & Interview Questions --------------------------------------------------------------------- 💡 Key Highlights: ✔ Explained Easily with Animations ✔ Visual & Clear Step-by-Step Guide ✔ Interview Ready Concepts & Tricks ✔ Easy to Learn! Easy to Code!