Introduction to Binary Tree - GeeksforGeeks
10:04
Introduction to Binary Tree - GeeksforGeeks
Apr 16, 2024
geeksforgeeks.org
Height of a Binary Tree sounds simple, but most people don’t actually understand what it means. In this video, I explain: • What “height” really represents in a tree • How it’s calculated step by step • Why recursion fits naturally for this problem • What happens in balanced vs skewed trees This is one of those concepts interviewers expect you to explain clearly, not just code. If the intuition is right, the solution becomes obvious. Save this if you’re preparing for DSA interviews. #datastructu
1:28
Height of a Binary Tree sounds simple, but most people don’t actually understand what it means. In this video, I explain: • What “height” really represents in a tree • How it’s calculated step by step • Why recursion fits naturally for this problem • What happens in balanced vs skewed trees This is one of those concepts interviewers expect you to explain clearly, not just code. If the intuition is right, the solution becomes obvious. Save this if you’re preparing for DSA interviews. #datastructu
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Coding Visuals | Tech | 100k 🎯 on Instagram: "👇🏻Read it here… 🌳 Tree Data Structure Basics (DSA) 👑 Root Topmost node of the tree. 👶 Children Nodes directly connected below a parent. 📦 Internal Nodes Nodes that have at least one child. 📊 Level Position of a node in the tree (root is level 0). 🔁 Traversals 🔸 Inorder (L → Root → R) 🔸 Preorder (Root → L → R) 🔸 Postorder (L → R → Root) Follow @visualcoders & save this for reference 📏 Height of Tree Number of edges on the longest path fro
0:08
Coding Visuals | Tech | 100k 🎯 on Instagram: "👇🏻Read it here… 🌳 Tree Data Structure Basics (DSA) 👑 Root Topmost node of the tree. 👶 Children Nodes directly connected below a parent. 📦 Internal Nodes Nodes that have at least one child. 📊 Level Position of a node in the tree (root is level 0). 🔁 Traversals 🔸 Inorder (L → Root → R) 🔸 Preorder (Root → L → R) 🔸 Postorder (L → R → Root) Follow @visualcoders & save this for reference 📏 Height of Tree Number of edges on the longest path fro
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