Look at box 7. There is only one empty cell, R7C2.

The box already contains 1, 2, 3, 4, 5, 6, 8, and 9. The only missing digit is 7.

Because every box must contain 1 to 9, R7C2 has to be 7. This is a logical placement, not a guess.

Row 6 has one empty cell: R6C4.

R6C4 must be 8, because 8 is the only digit missing from row 6.

Lesson complete
Nice work - you went through every step. Ready for the next lesson?
Next: How to Solve Sudoku Step by StepWhat Full House means
A Full House is a row, column, or 3x3 box where all cells are filled except one. The empty cell is forced because every house must contain the digits 1 to 9 exactly once.
This technique is also called Last Digit. It is easy to recognize, safe to solve, and usually the first technique beginners should scan for.
Box example: find the last digit
Start with the highlighted box. It has only one empty cell: R7C2.
All the other cells in this box are filled and contain every digit from 1 to 9 except 7.
Row example: Full House is not only for boxes
A Full House can appear in any house: a row, a column, or a box.
In this row example, row 6 has one empty cell, R6C4. The only digit missing from row 6 is 8, so the empty cell must be 8.
How to use Full House while solving
Full House is most useful at the start of easy puzzles and after another move fills a house to eight cells. One placement often creates the next Full House nearby.
- Scan boxes, rows, and columns that are almost complete.
- Count which digit from 1 to 9 is missing.
- Check that the empty cell belongs to that house.
- Place the missing digit only when there is exactly one empty cell.
- After placing it, scan the affected row, column, and box again.
Frequently asked questions
Is Full House the same as Last Digit?
Yes. Full House and Last Digit describe the same beginner technique: one house has one empty cell, so the missing digit is forced.
Can Full House happen in a column?
Yes. A Full House can happen in any row, column, or 3x3 box.
What should I learn after Full House?
Move on to Hidden Singles, where a digit has only one possible position inside a house even if more than one cell is empty.