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Aaron Oh, son of Pil
평범한 개발자, 근데 이제 영어를 곁들인

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postedOn: 2024-5-1   updatedOn: 2024-5-1   includedIn: Lv2
Problem A “tuple” is defined as an ordered collection of elements which can include duplicate values and each element is assigned an order. A tuple with n elements (a1, a2, a3, ..., an) can be expressed using the set notation in various ways, with any ordering of the subsets as:
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postedOn: 2024-4-27   updatedOn: 2024-4-27   includedIn: Lv2
Problem Define a string as a “valid bracket string” if it follows the given rules: “()”, “[]”, and “{}” are all valid bracket strings. If A is a valid bracket string, then “(A)”, “[A]”, and “{A}” are also valid bracket strings. For example, since “[]” is a valid bracket string, “([])” is also valid.
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postedOn: 2024-4-25   updatedOn: 2024-4-25   includedIn: Lv2
Problem In the Jay’s game tournament, N players compete in a knockout format. Each player is sequentially assigned a number from 1 to N. The matches are arranged as 1 vs 2, 3 vs 4, …, N-1 vs N. The winner of each game advances to the next round, where they receive new sequential numbers starting from 1 for the advancing players.
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postedOn: 2024-4-23   updatedOn: 2024-4-23   includedIn: Lv2
Problem Several people are playing the game of English word chain where each player takes turns saying a word that must begin with the last letter of the previous word. Here are the rules: Players take turns in a sequence from 1 to n. After the last player, it starts again with the first player.
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postedOn: 2024-4-11   updatedOn: 2024-4-11   includedIn: HighScoreKit
Problem Given a number, your task is to remove k digits from the number in such a way that the remaining digits form the largest possible number. The number is provided as a string number and the integer k represents the number of digits to remove. Your function solution should return the resulting largest number as a string.
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postedOn: 2024-4-11   updatedOn: 2024-4-11   includedIn: HighScoreKit
Problem In the ROR game, you play on a team that competes to destroy the opposing team’s base first, making it advantageous to reach the enemy base as quickly as possible. Suppose you’re a team member and are located at position (row: 1, column: 1) on a 5x5 map, while the enemy base is at (row: 5, column: 5).