Tharollo ea LeetCode ea Nako ea mahala ea Basebetsi

Polelo ea Bothata Tharollo ea Nako ea Mahala ea Basebetsi LeetCode - Re fuoa lethathamo la lenane la basebetsi, le emelang nako ea ho sebetsa bakeng sa mosebeletsi e mong le e mong. Mosebeletsi e mong le e mong o na le lethathamo la Linako tse sa amaneng, 'me linako tsena li hlophisoa. Khutlisetsa lenane la linako tse lekanyelitsoeng tse emelang nako ea mahala e tloaelehileng, ea bolelele bo nepahetseng bakeng sa basebetsi bohle, hape le ...

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Tharollo e telele ka ho fetisisa ea Palindromic Substring LeetCode

Polelo ea Bothata The Longest Palindromic Substring LeetCode Solution - "Longest Palindromic Substring" e re U Fuoa khoele s, khutlisetsa substring e telele ka ho fetisisa ea palindromic ka s. Tlhokomeliso: Palindrome ke lentsoe le balehang joalo ka morao le ho ea pele, mohlala, mofumahali. Mohlala: s = "babad" "bab" Tlhaloso: Tsohle ...

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Bohareng ba Mekhatlo e Mebeli e Hlophisitsoeng Tharollo ea LeetCode

Polelo ea bothata Median of Two Sorted Arrays LeetCode solution - Bothateng ba "Median of Two Sorted Arrays", re fuoa lihlopha tse peli tse hlophisitsoeng nums1 le nums2 tsa boholo ba m le n ka ho latellana, 'me re tlameha ho khutlisetsa bohareng ba lihlopha tse peli tse hlophisitsoeng. Kakaretso ea nako ea ho matha e lokela ho ba O(log (m+n)). Mohlala oa linomoro1 = [1,3], ...

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Palo e kahodimodimo ea Tharollo ea Balloons Leetcode

Polelo ea Bothata Bothateng bona, re fuoa lethathamo la litlhaku tse nang le litlhaku tse nyane tsa Senyesemane. Re hloka ho fumana hore na ke makhetlo a makae a lentsoe "balune" ao re ka a sebelisang ha re sebelisa litlhaku tsa khoele e fanoeng. Mohlala String = "banooll" 1 Tlhaloso: String = baqwweeeertylln Tlhaloso: Ha e le…

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Tharollo ea Leetcode ea Palindrome e sebetsang

Polelo ea Bothata Ha re fuoa mohala, re tlameha ho tseba hore na ke palindrome, re shebile feela litlhaku tsa alphanumeric ke hore linomoro le lialfabeta feela. Hape re tlameha ho hlokomoloha linyeoe tsa litlhaku tsa alfabeta. Mohlala "Monna, moralo, kanale: Panama" Tlhaloso ea 'nete: "AmanaplanacanalPanama" ke palindrome e nepahetseng. “Matha ka koloi”…

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