Learn Merge Sort: Divide, Conquer, Combine

🧠 Day 11: Merge Sort — Divide, Conquer & Combine Today in my #DSA journey, I explored Merge Sort — a powerful divide-and-conquer algorithm that breaks problems into smaller parts and merges them efficiently. It’s faster than basic sorts like Bubble or Insertion Sort, especially for large datasets. ⚡ Let’s go 🚀 #JavaScript #DSA #LearnInPublic #Developers 1️⃣ Problem Statement: Given an array of integers, sort them in ascending order using Merge Sort . Approach: Divide the array into two halves until each subarray has one element. Recursively sort both halves. Merge the sorted halves into a single sorted array. 💡 Intuition: Just like organizing scattered papers into smaller piles, sorting each pile, and merging them back neatly — Merge Sort does the same with numbers. Time Complexity: O(n log n) Space Complexity: O(n) 2️⃣ Problem Statement: Given two sorted arrays, merge them into a single sorted array using the Merge Sort merge logic. Approach: Use two pointers (one for each array). Compare elements and insert the smaller one into a new array. Continue until all elements from both arrays are merged. 💡 Intuition: Imagine merging two sorted playlists 🎵 — you take the smallest next song from either list and keep merging until both are combined in perfect order. Time Complexity: O(n + m) Space Complexity: O(n + m)

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