Binary Tree Sum of Root to Leaf Paths

Day 52 of 1022. Sum of Root To Leaf Binary Numbers Today’s problem was a great mix of binary representation + tree traversal. Each root-to-leaf path in the binary tree forms a binary number, and the goal is to compute the sum of all those numbers efficiently. Key Insight: Instead of storing the entire path, we can build the number on the go using: ➡️ current = (current << 1) | node.val This is equivalent to: Left shift → multiply by 2 Add current bit Reached a leaf node? That means we formed one complete binary number → add it to the result. 🌱 What I practiced today: ✔ Depth First Search (DFS) ✔ Bit Manipulation in Trees ✔ Writing clean recursive logic ✔ Optimizing space by avoiding extra storage ⏱ Time Complexity: O(n) 📦 Space Complexity: O(h) – recursion stack ✨ This problem is a perfect example of how combining concepts (Trees + Bits) leads to elegant solutions. Consistency is the real key 🔑 — learning something new every single day! #Day52 LeetCode BinaryTree DSA Journey Coding JavaScript Notes #Python #ProblemSolving TechGrowth

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