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Puzzles & brain teasers

Brain games to play, not just read

Twelve games that grow with you: pick Easy, Medium or Hard. Hints come one at a time, and every answer explains the thinking — so a wrong turn still teaches you something.

All brain games

Logic Puzzle

The River Crossing

Wolf, goat, cabbage — and one small boat

A farmer must take a goat, a wolf and a cabbage across a river. The boat holds the farmer and only one other thing. Left alone, the wolf will eat the goat, and the goat will eat the cabbage. How does everything get across safely?

Logic Puzzle

The Two Jugs

Measure exactly — with no markings

You have a 5-litre jug and a 3-litre jug and a tap. Neither jug has markings. How do you measure out exactly 4 litres?

Riddle

Alive Without Breath

…and a whole box of riddles to unlock

I am alive without breath and as cold as death. I am never thirsty, though I always drink. What am I?

Word Game

Word Ladder: COLD to WARM

Change one letter at a time

Change COLD into WARM one letter at a time. Every step in between must be a real English word. Four steps will do it.

Logic Puzzle

Towers of Hanoi

Move and conquer — in 3D

Move the whole tower of discs to the right-hand peg. Only one disc at a time, and never a bigger disc on a smaller one!

Number Challenge

Number Sequence Detective

Crack the code of the missing number

Every sequence follows a secret rule. Find the rule, and you'll find the missing number.

Pattern Puzzle

Pattern Master

What comes next?

Shapes, colours, turns and numbers — each row follows a pattern. Find the missing tile.

Memory Game

Memory Match Challenge

Flip, remember, match — and learn a fact

Find all the matching pairs in as few tries as you can. Every pair you match reveals a fun fact.

Maze

The Maze Escape

Roll through a 3D maze to the exit

Guide the explorer ball out of the maze. Every maze has exactly one route to the exit — and three hidden gems for brave explorers.

Visual Logic

The Missing Piece

Fix the 3 × 3 picture grid

Each row and column follows a rule. Which piece belongs in the gap?

Reasoning

Odd One Out

Three belong together. One doesn't.

Words, numbers and shapes — spot the one that doesn't fit, and find out why.

Mixed Challenge

Brain Sprint

A bit of everything, against the clock (or not!)

Maths, patterns, words, logic, memory and reasoning in one quick round. Practise without a timer, or race the clock.

Your trophies

Win games, fill your shelf

Trophies and stars are saved in this browser only. There's no account and nothing is sent anywhere.

  • First winFinish any game (not yet)
  • Star thinkerGet three stars in a game (not yet)
  • Tough nutWin a game on Hard (not yet)
  • No peeking!Win on Hard without a single hint (not yet)
  • ExplorerWin five different games (not yet)
  • Daily sparkSolve the puzzle of the day (not yet)
  • Star collectorCollect 30 stars (not yet)
  • Puzzle championWin all twelve games (not yet)

From the printed edition

More brain teasers to try

Have a proper go before you peek. The hint is there if you get stuck, and the answer explains itself.

Brain TeaserSample content

The Short Neighbour

A man lives on the tenth floor. Every morning he takes the lift down to the ground floor. Coming home, he takes the lift to the seventh floor and walks the rest — except on rainy days, when he rides all the way to the tenth. Why?

Need a nudge? Show hint

Think about what he can physically reach.

Had a proper go? Check the answer

He is short. He can reach the ground-floor button, and the highest button he can reach going up is the seventh. On rainy days he has an umbrella, and uses it to press the tenth-floor button.

What this teaches: This puzzle is famous because almost everyone assumes the man's choice is about preference. It is about his body and the height of a button — a good reminder that the world is designed around some people more than others.

Number PuzzleSample content

What Comes Next?

1, 3, 6, 10, 15, 21, ___ . What is the next number, and what is the rule?

Need a nudge? Show hint

Look at the gaps between the numbers rather than the numbers themselves.

Had a proper go? Check the answer

28. The gaps go up by one each time: +2, +3, +4, +5, +6, so the next gap is +7. These are the triangular numbers — the number of dots you can arrange in a neat triangle.

What this teaches: When a sequence looks random, subtract each term from the next. If those differences form a pattern, you have found the rule.

RiddleSample content

Cities Without Houses

I have cities but no houses, forests but no trees, and water but no fish. What am I?

Need a nudge? Show hint

You unfold me before a journey.

Had a proper go? Check the answer

A map.

What this teaches: A map is a model: it keeps the relationships between places and throws away almost everything else. Deciding what to leave out is what makes a model useful.

Logic PuzzleSample content

The Mislabelled Boxes

Three boxes hold apples, oranges, and a mix of both. Every label is wrong. You may take out just one fruit, without looking inside. How do you correctly label all three?

Need a nudge? Show hint

Start with the box you know the most about — the one labelled 'mixed'.

Had a proper go? Check the answer

Take a fruit from the box labelled 'Mixed'. Since every label is wrong, that box is not mixed, so whatever you draw is what it really holds — say an apple, so it is the apples box. The box labelled 'Apples' cannot hold apples and cannot be the one you just identified, so it must be the mixed box. The last box is oranges.

What this teaches: The clue was in the rule, not the fruit. 'Every label is wrong' is itself information — constraints often carry as much as data does.

MazeSample content

Find the Way to the Hive

Printed in the newspaper: guide the bee through the flower meadow to its hive, visiting each flower exactly once. Grid mazes like this one appear in the puzzle pages of every edition.

Need a nudge? Show hint

Work backwards from the hive — there are usually fewer wrong turns that way.

Had a proper go? Check the answer

Solutions to printed mazes appear in the following edition, along with the names of readers who sent in a correct route.

What this teaches: Solving a maze backwards from the goal is often faster, because the exit usually has fewer paths leading into it than the entrance has leading out.