Optimizing pow(x, n) with Binary Exponentiation

🚀 Problem Solved: Pow(x, n) – Fast Exponentiation Today I worked on LeetCode 50 (Medium) — implementing pow(x, n) efficiently. Instead of using the naive O(n) multiplication approach, I applied Binary Exponentiation (Fast Power Algorithm) to reduce the time complexity to O(log n). 🔎 Key Learnings: Handling negative powers correctly Preventing integer overflow (using long for edge cases) Understanding how dividing the exponent by 2 optimizes performance Applying mathematical logic in coding interviews Example: 2¹⁰ → 1024 2⁻² → 0.25 This problem was a great reminder that optimization isn’t optional — it’s essential. Slowly building strong fundamentals, one problem at a time. 💻✨ #LeetCode #ProblemSolving #Java #DataStructures #Algorithms #CodingJourney #InterviewPrep #BinaryExponentiation

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