Recall & Review
beginner
What is the main idea behind the backtracking algorithm in Sudoku solving?
Backtracking tries to fill the Sudoku board by placing numbers one by one. If a number breaks the rules, it goes back (backtracks) and tries a different number until the board is solved.
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beginner
What conditions must be checked before placing a number in a Sudoku cell?
The number must not already appear in the same row, the same column, or the same 3x3 box.
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intermediate
Why is backtracking suitable for solving Sudoku puzzles?
Because Sudoku requires trying many possibilities and undoing wrong choices, backtracking efficiently explores all options by trying and undoing moves.
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beginner
In the context of Sudoku solving, what does 'backtracking' mean?
It means going back to the previous cell to try a different number when the current choice leads to no solution.
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intermediate
What is the role of recursion in the Sudoku backtracking algorithm?
Recursion helps to try filling the next empty cell after placing a number, and if it fails, it returns to try other numbers in previous cells.
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Which of these is NOT a rule to check before placing a number in Sudoku?
✗ Incorrect
Sudoku rules only restrict numbers in rows, columns, and boxes, not their value relative to 5.
What happens if backtracking finds no valid number for a cell?
✗ Incorrect
Backtracking goes back to the previous cell to try other numbers when no valid number fits the current cell.
What data structure is commonly used to represent the Sudoku board in code?
✗ Incorrect
A 2D array is used to represent the 9x9 Sudoku grid.
Which programming concept allows the Sudoku solver to try filling cells one by one?
✗ Incorrect
Recursion allows the solver to fill one cell and then call itself to fill the next.
What is the base case in the Sudoku backtracking algorithm?
✗ Incorrect
The base case is when the entire board is filled without conflicts, meaning the puzzle is solved.
Explain how backtracking helps solve a Sudoku puzzle step-by-step.
Think about trying and undoing moves like exploring paths.
You got /5 concepts.
Describe the checks needed before placing a number in a Sudoku cell.
Remember Sudoku rules about unique numbers in rows, columns, and boxes.
You got /4 concepts.