

Find the clues. Eliminate the impossible. Solve the grid. Written for Kids. Surprisingly useful for adults 🧠
You are staring at a grid full of numbers and empty squares. There are no sums to solve and no equations to remember. Everything you need is already sitting in front of you. Your job is to examine the clues, eliminate the impossible, and discover where every number belongs.
Welcome to Sudoku: a puzzle where you think like a detective!

Sudoku is a number puzzle, but it is not really a maths test. You do not need to add, subtract, multiply, or divide. Instead, you use logic to work out where each number belongs. A standard puzzle has 81 squares arranged into:

Some numbers are already filled in. These are your clues. Your job is to use those clues to complete every empty square. When you finish, every row, column, and 3 × 3 box should contain 1 to 9 exactly once.

Sudoku becomes much easier when you remember three rules.
Check the row. Check the column. Check the box. If a number breaks any one of these rules, it cannot go there.

You do not need to solve the whole puzzle at once. Start by looking for the easiest clues.

Sudoku is really a giant process of elimination. Imagine you are investigating the question: where can the number 5 go?
Find the clues. Eliminate the impossible. Find the only possibility. Check your answer.

Sometimes you will not know the answer immediately. That is completely normal. You can write tiny possible numbers inside an empty square, like 2 or 7. Later, another clue might show that 2 cannot fit. Then only 7 remains!
A possibility is not an answer. Pencil marks are clues, not confirmed numbers. Do not commit until you have enough evidence.

Once you understand the basics, you can start using more powerful techniques.
Sudoku gets interesting when one clue unlocks another!

One answer can create another answer, and that answer can create another. You solve 7, so another square cannot be 7, so only 3 can fit there, and that new 3 blocks another square. A new answer appears!
One clue can unlock the next clue. That is why Sudoku can feel like solving a mystery.

Even experienced players can make mistakes.
If you have to guess, stop and search for another clue.

Not every puzzle is difficult for the same reason, and difficulty is not simply about how many empty squares there are.
More empty squares does not automatically mean a harder puzzle. The real question is how much logical thinking it requires.

Sudoku is not a magic intelligence machine, but it can give your brain useful practice.
You do not have to solve everything at once. Solve one small problem, then use that answer to solve the next one.

Before tackling a full 9 × 9 Sudoku, you can practise with smaller grids. The same detective rules still apply.

A Sudoku detective must also catch errors. Imagine you see 1 2 3 4 5 6 7 8 7. Something is wrong! The number 7 appears twice. Check the row, check the columns, check the box, and find where the mistake began.
Do not simply fix the last number you wrote. Find the clue that caused the mistake.

Before writing a number, try this routine. Then start again.
LOOK. CHECK. ELIMINATE. SOLVE.

Sudoku is one of the world's best known logic puzzles. You can find it in newspapers, puzzle books, websites, apps, classrooms, and competitions where players race to solve puzzles accurately.

Computers can solve Sudoku extremely quickly by testing possible numbers far faster than a human. But solving it yourself gives you something different: the experience of discovering the logic step by step.
The computer can find the answer. The fun is understanding how you found it.
81 Squares
A standard grid contains 81 squares: 9 rows × 9 columns.
9 Boxes
The grid contains nine smaller 3 × 3 boxes.
No Arithmetic Needed
You never add, subtract, multiply, or divide in a standard Sudoku.
Chain Reactions
One solved square can unlock several others.
No Guessing Required
A well designed Sudoku can be solved through logic alone.
Accuracy Matters
A fast wrong answer does not solve a Sudoku. Be logical and correct.
🔢 Numbers
Use numbers 1 to 9
📏 Rows
Each row needs every number once
⬇️ Columns
Each column needs every number once
📦 Boxes
Each 3 × 3 box needs every number once
❌ Eliminate
Remove impossible choices
🧠 Logic
Use evidence instead of guessing
Grid
The complete collection of squares that makes up the puzzle
Row
A horizontal line of squares across the grid
Column
A vertical line of squares down the grid
Box
One of the nine 3 × 3 sections in a standard Sudoku
Cell
A single square in the grid
Clue
A number already placed in the puzzle to help you solve it
Candidate
A number that could possibly fit into an empty cell
Pencil Mark
A small note showing possible numbers for an empty cell
Naked Single
A cell with only one possible candidate
Hidden Single
A number that can go in only one cell within a row, column, or box
Scanning
Looking across rows, columns, and boxes to find where a number can fit
Pair
Two cells with the same two possibilities, removing those numbers from other cells
Elimination
Removing numbers that cannot legally fit in a cell
Solution
The completed grid where every rule is satisfied
Deduction
Working out what must be true from the information you already have
Great Sudoku players do not guess. They collect clues, eliminate impossible choices, spot patterns, and build one answer from another. Find the clue. Eliminate the impossible. Solve the puzzle.