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Free printable Domino Search with answers

A Domino Search is a complete set of dominoes laid out in a rectangle with the boundaries rubbed out. Every pip is printed; what is missing is the lines. Draw them back in so that each piece of the set appears exactly once, which is the only rule there is and the only one you need.

By size

The size of the set is what makes a Domino Search harder, and measurably so: the chain of forced deductions runs about eleven times longer on a double-eight than on a double-four. Start small and work up.

By audience

The rules take one sentence and most people already own the set, which makes this an unusually easy puzzle to hand someone.

One answer, every time

This is the guarantee that is genuinely hard to make here, and the reason most free domino puzzles are not worth printing. Most layouts of a set can be split more than one way: measured across thousands, between one in forty and one in two hundred pins a single answer. The rest look perfectly reasonable and have a printed solution that is simply one of several. Every puzzle here is from that small minority, checked by the same solver our Publisher Studio uses. The answer prints at the back.

How to solve a domino search

Every piece of a complete domino set is laid out in the grid with the boundaries rubbed out. Draw them back in so that each piece appears exactly once, which is the only rule there is.

The method

  1. 1Start with the pieces that only fit one way. Run down the checklist and ask where each piece could possibly go. A double, or any pair of values that sit next to each other only once on the whole board, is settled before you have drawn anything.
  2. 2Then look at cells rather than pieces. Each cell has to belong to some domino. When all but one of its neighbours have been taken, the one left is forced, whatever piece it turns out to be. This is the move that keeps a board going after the obvious pieces are gone.
  3. 3Cross each piece off as you place it. That is what the checklist under the grid is for. It is not bookkeeping, it is the solve: a piece you have already used cannot be used again, and that is usually what rules out the next candidate.
  4. 4Watch for a cell being cut off. If a cell ends up with no uncovered neighbour, something earlier is wrong. The same goes for a piece whose every position has been built over. Both are worth checking before you go further.
The one rule people get wrong
A piece is used once and only once. Two 4-6s in the finished grid is not a near miss, it means a boundary somewhere else is in the wrong place.
What the answer page shows
The same grid with every domino outlined.
How the grades differ
A bigger set, and a layout chosen for a longer chain of deductions. Most random layouts of a set have more than one answer; the ones printed here are the small minority that have exactly one.
Good for
Anyone who likes crossing things off a list as they go.

Make one now

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