Phaello e Phahameng ka ho Fetisisa ea Ho Rala Mosebetsi Leetcode Tharollo

Polelo ea Mathata Phaello e Phahameng ea Kemiso ea Mosebetsi LeetCode Tharollo - "Boholo ba Phaello ea Kemiso ea Mosebetsi" e re u fuoa n mesebetsi moo mosebetsi o mong le o mong o qalang ho tloha ho qalaTime[i] ebe o fella ka endTime[i] le ho fumana phaello ea phaello[ ]. Re hloka ho khutlisa phaello e phahameng eo re ka bang le eona ...

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Tharollo ea Leetcode ea Metsi a ho Tlisa Pula

Polelo ea Bothata The Trapping Rain Water LeetCode Solution - "Trapping Rain Water" e bolela hore ho fanoe ka lethathamo la libaka tse phahameng tse emelang 'mapa oa bophahamo moo bophara ba bar e' ngoe le e 'ngoe e leng 1. Re hloka ho fumana palo ea metsi a qabeletsoeng ka mor'a pula. Mohlala: Kenyo: bophahamo = [0,1,0,2,1,0,1,3,2,1,2,1] Sephetho: 6 Tlhaloso: Sheba ...

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Bonyane bo Tsamaisa ho Equal Array Elements LeetCode Tharollo

Polelo ea Bothata Bonyane bo Tsamaisa ho Equal Array Elements Tharollo ea LeetCode - Ho fanoe ka palo e felletseng ea palo ea boholo ba n, khutlisetsa palo e fokolang ea metsamao e hlokahalang ho etsa hore likarolo tsohle tsa sehlopha li lekane. Ka ts'ebetso e le 'ngoe, u ka eketsa n - 1 likarolo tsa lenane ka 1. Mohlala 1: Kenyelletso 1: lipalo = [1, 2, 3] Sephetho: ...

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Likamore tsa Kopano II Tharollo ea LeetCode

Polelo ea Bothata Likamore tsa Kopano II LeetCode Tharollo - "Likamore tsa Kopano II" li bolela hore u fuoa letoto la linako tsa nako ea liboka "likhao" moo "linako[i] = [ qala[i], qetellong[i] ]", khutlisetsa bonyane palo ea likamore tsa kopano e hlokahalang. Mohlala: linako = [[0,30],[5,10],[15,20]] 2 Tlhaloso: Ho kopana ho ka etsoa ...

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Bonyane ba Tsamaiso ea Tekano ea Likarolo tsa Leetcode Solution

Polelo ea Bothata bothateng bona, re fuoa mefuta e mengata ea linomoro. Hape, re lumelloa ho etsa mefuta e itseng ea ts'ebetso ho sehlopha sena. Ketsahalong e le 'ngoe, re ka nyolla "n - 1 all (likarolo tsohle ntle le eng kapa eng) likarolo tse ka har'a sehlopha ka 1. Re hloka ho…

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Bonyane ba boleng ba ho fumana mehato e metle ka tharollo ea Sum Leetcode Tharollo

Polelo ea Bothata Bothateng bona, re fuoa lipalo tse latellanang (e kanna ea ba tse mpe kapa tse mpe). Re tlameha ho nka palo e nepahetseng ebe re tla qala ho eketsa linomoro tsohle tsa sehlopha sena ho tloha ka letsohong le letšehali ho ea ho le letona le sona. Re batla bonyane bo nepahetseng ba palo e nepahetseng…

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