Minimum Partitions to Decompose a Number with Greedy Algorithm

🚀 Day 81 / 100 – LeetCode Daily Challenge 📌 Problem: Minimum Partitions to Decompose a Number (1689) 🧠 Concept: Greedy | String Manipulation Today’s problem was deceptively simple but conceptually rich — finding the minimum number of deci-binary numbers needed to sum up to a given string n. The key insight? 🔍 The answer is simply the maximum digit in the string! Why? Because in any addition of deci-binary numbers (each made of only 0s and 1s), the largest digit in the target number dictates how many numbers are needed in the worst-case scenario. So if the number is "82734", we need at least 8 numbers (one for each unit at the position of '8'). ✅ One pass. One max check. Clean and greedy. 📊 Runtime: 6 ms | Beats 75.56% 💾 Memory: 47.43 MB ✨ Key takeaway: Sometimes the most efficient solution is hiding in plain sight — just read the problem carefully and think about the underlying constraints. #LeetCode #CodingJourney #100DaysOfCode #Day81 #GreedyAlgorithm #Java #ProblemSolving #TechCommunity #DevLife #CodeNewbie

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