How does backtracking work in maze solving?
Backtracking is a method used to solve problems incrementally by trying partial solutions and then abandoning them if they fail.
Can you show me a visual example of backtracking in a maze?
Sure! Imagine a maze where you start at the entrance. You explore one path until you hit a dead end, then backtrack to the last decision point and try another path.
What are the advantages of using backtracking for maze solving?
Backtracking is efficient for solving complex mazes as it systematically explores all possible paths while avoiding unnecessary paths.
Are there any algorithms that use backtracking?
Yes, algorithms like Depth-First Search (DFS) and the N-Queens problem utilize backtracking to find solutions.
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