Given a set of points on a plane, find the maximum number of points that lie on the same straight line. Determine the line that passes through the most points.

Given a grid representing land and water, count the number of distinct islands. An island is formed by connected land cells.

You are given a list of meeting time intervals. Determine the minimum number of conference rooms required to accommodate all the meetings without any overlap.

Find the minimum number of moves a knight needs to reach a target position on an infinite chessboard, starting from (0, 0).

You are given a grid where some cells are buildings and others are obstacles or empty land. Find the shortest distance a person can travel from an empty land cell to reach all the buildings.

Simulate a simplified Excel sheet and implement the SUM formula. You'll need to parse cell ranges and calculate their sum.

Determine if a given 9x9 Sudoku board is valid. Check if each row, column, and 3x3 subgrid contains the digits 1-9 without repetition.

Find the largest rectangular area that can fit within a histogram defined by an array of bar heights. You are given an array representing the height of bars, where each bar has a width of 1.

Implement a Tic-Tac-Toe game where players take turns placing their marks. Design the game logic to efficiently determine the winner after each move.

Given a sequence of words and a line width, format the text to fit within the specified width. You must justify the text, distributing extra spaces evenly between words.

Determine if a group of people can be divided into two sets such that no two people who dislike each other are in the same set. You're given a list of dislikes; can you split the group?

Find a peak element in an array, where a peak is greater than its neighbors. You only need to return the index of any one peak element if multiple exist.

Determine if you can divide an array of numbers into sets, where each set contains K consecutive numbers. The goal is to check if such a division is possible.