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LeetCode 3739 – Count Subarrays With Majority Element II | Day 177
Transform target=+1, others=-1. Need subarray sum > 0 → pref[i] < pref[j]. Count pairs with Fenwick tree O(n log n). Math says: sum > 0 = majority.
#LeetCode #FenwickTree #PrefixSum
![KosarBibi639's tweet photo. LeetCode 3739 – Count Subarrays With Majority Element II | Day 177
Transform target=+1, others=-1. Need subarray sum > 0 → pref[i] < pref[j]. Count pairs with Fenwick tree O(n log n). Math says: sum > 0 = majority.
#LeetCode #FenwickTree #PrefixSum https://t.co/jT0C3jLyin](https://pbs.twimg.com/media/HLwJolfagAAL8UE.jpg)
🚀 #Day 149/100 (Count Subarrays With Majority Element I @LeetCode)!
Key: Transform target→+1, others→-1. Count subarrays with positive sum using prefix sum + Fenwick Tree.
✅ O(n log n) | O(n)
✅ Accepted
@CoderArmy #100DaysOfCode #DSA #PrefixSum #FenwickTree #DSA26 #DAY149

Why a Fenwick tree beats a skip-list sorted set for matchmaking queues: ~35x faster queries, 3x less memory, reproducible Go benchmarks, and the caveats.
#gamedevelopment #fenwicktree...Show more

Classic Fenwick Tree (BIT) vibe in today’s Weekly Contest 499 on LeetCode 🔥
>>>Average Google interview problem
>>>>How many did you all solve completely? 👀
#LeetCode #CP #FenwickTree

Day 42 of #100DaysOfDSA
Learned Fenwick Tree (Binary Indexed Tree)
It efficiently handles prefix sums and point updates in O(log n) using bit manipulation.
Its really good for cumulative data problems.
#FenwickTree #DSA #Algorithms #CompetitiveProgramming
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![KosarBibi639's tweet photo. LeetCode 3739 – Count Subarrays With Majority Element II | Day 177
Transform target=+1, others=-1. Need subarray sum > 0 → pref[i] < pref[j]. Count pairs with Fenwick tree O(n log n). Math says: sum > 0 = majority.
#LeetCode #FenwickTree #PrefixSum https://t.co/jT0C3jLyin](https://pbs.twimg.com/media/HLwJolYbkAA7X1F.jpg)
![KosarBibi639's tweet photo. LeetCode 3739 – Count Subarrays With Majority Element II | Day 177
Transform target=+1, others=-1. Need subarray sum > 0 → pref[i] < pref[j]. Count pairs with Fenwick tree O(n log n). Math says: sum > 0 = majority.
#LeetCode #FenwickTree #PrefixSum https://t.co/jT0C3jLyin](https://pbs.twimg.com/media/HLwJolYaUAEJHx4.jpg)



