What are some problems that can be solved using backtracking?
Backtracking is a powerful algorithmic technique used to solve problems like the N-Queens problem, Sudoku, and the Hamiltonian path problem.
Can you explain how backtracking works in the N-Queens problem?
Sure! In the N-Queens problem, backtracking places queens on a chessboard one by one, ensuring no two queens threaten each other. If a placement leads to a conflict, it backtracks and tries the next position.
Are there any real-world applications of backtracking?
Yes, backtracking is used in various fields, such as puzzle solving, game development, and even in AI for decision-making processes.
What are the limitations of using backtracking?
Backtracking can be inefficient for large problem spaces, as it may explore many possibilities before finding a solution, leading to high time complexity.
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