How to Solve Riddles: A Step-by-Step Method

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By Riddle10 Editorial Published 9 min read

To solve a riddle, read it slowly, split it into separate clues, work out what kind of riddle it is, and then test every possible answer against every clue. The seven steps below turn that into a method you can repeat on any riddle, with two fully worked examples and a practice riddle at the end.

If riddles feel hard, try slowing down. A riddle is written to be misread, and the first idea that pops into your head is often the one the riddle wants you to have. This guide takes the slower, structured route.

Why do riddles feel so hard?

Riddles feel hard because they use ordinary words in unusual ways. A riddle might call a key's notches teeth, an umbrella's frame ribs, or a pencil's core lead. It is easy to read those words with their everyday meaning first, and that sends you down the wrong path.

Riddles also hide the important clue in plain sight. A word such as straight, exactly, smaller or first can change the whole answer, and it is easy to skim past. Finally, many riddles have a tempting wrong answer built in on purpose. The riddle writer knows what you will guess first and makes sure it almost fits.

The good news is that all three problems have the same fix: slow down, separate the clues, and check your answer against each one.

Step 1: Read the riddle twice, slowly

Read the whole riddle once just to see what it is asking. Then read it again, one sentence at a time. On the second pass, pay attention to small words. Words such as only, exactly, every, never, first and last are usually there for a reason.

Ask yourself one question before you go on: what exactly is the riddle asking for? Some riddles ask for an object, some for a number, some for a word, and some for a letter or a choice between options. Plenty of wrong answers are correct answers to a different question. If a riddle asks what you are when read forwards, a word read backwards is not the answer, even if it fits some of the clues.

Step 2: Split it into separate clues

Write each clue on its own line, in your own words. A riddle that feels like one long puzzle is usually three or four small conditions stacked together, and each one is easy on its own.

For example, a riddle might say: I grow in a field, drop my first letter and I warm your home, drop one more and it is what you do at every meal. Split that into three clues:

  1. It grows in a field.
  2. Without its first letter, it is something warm.
  3. Without its first two letters, it is something you do at a meal.

Now each clue is a small, checkable fact. The answer is the one thing that passes all three.

Step 3: Name the riddle type

Many riddles fit one of a handful of types. Once you know the type, you know the first move. This table covers the common ones.

Riddle typeHow to recognise itBest first move
What am IA list of features, often in the first personLook for double meanings in each feature
Letter chainDrop, add or swap a letterStart from the shortest word
ReversalRead me backwardsWrite candidate words backwards on paper
AnagramSame letters, different wordsList the letters and try every order
Number cluesI am a number, with conditionsTurn each clue into a small equation
Logic labelsExactly one statement is trueTest each option and count the true statements
Gaps and stepsPosts, cuts, flashes or floorsCount the spaces, then add or remove one
Picture and spatialFold, turn, flip or count shapesTrack a single mark or corner

If a riddle does not fit any type, that is useful too. It often means the trick is in the wording, so go straight to step 4.

Step 4: Question the words that seem plain

Take each important word and ask whether it could mean something else. Teeth could be the notches on a key. Ribs could be the wires inside an umbrella. Lead could be the core of a pencil. A trail could be a line left on paper. A bank could be the side of a river.

This step is where most riddles break open. When a feature seems impossible for any real object, it usually means the word is being used in a second sense. Write down the second meaning of each odd word and see whether one object fits all of them.

Step 5: Start with the clue that limits the answer most

Not all clues are equally helpful. A clue such as it grows in a field allows hundreds of answers. A clue such as a three-letter word for what you do at a meal allows almost none. Start with the clue that leaves the fewest options, then use the others to confirm.

In number riddles, the most limiting clue is often a size limit or a property such as odd or even. In logic riddles, it is often the rule about how many statements are true. In letter riddles, it is the shortest word in the chain. Starting with the tight clue means you test a handful of candidates instead of guessing in the dark.

Step 6: Test every candidate against every clue

Once you have a candidate answer, check it against each clue on your list, one by one. Do not stop at the first clue that fits. A wrong answer can easily pass two clues and fail the third.

If you have several candidates, a small table helps. Put the candidates down the side and the clues across the top, and mark each box as a pass or a fail. The answer is the row with no fails. This is exactly how the classic three chests riddle is solved: put the treasure in each chest in turn and count how many labels come out true. Martin Gardner's puzzle about packing squares of side 1 to 24 into a 70 by 70 square was settled by computer search by 2018, which showed that no packing beats one that leaves out only the 7 by 7 square [2].

Step 7: Check for a second answer

A well-made riddle has one answer. If you can find two answers that both fit every clue, one of two things is true: you have misread a clue, or the riddle is badly made. Go back to step 1 and reread the small words. Usually one word, such as straight, exactly or smaller, rules out the second answer.

Logic riddles show why the rules matter. Truth-teller and liar puzzles in their classic form were introduced by Smullyan, and a 2020 paper notes that when such speakers only describe each other, no puzzle has a unique solution without extra information, such as how many of them tell the truth [1]. If you find two answers to a riddle like that, look for the clue that supplies the missing information.

This step also protects you from the tempting wrong answer. If your answer came to you instantly, spend ten seconds looking for a reason it might be wrong. Some riddles include a quick answer that fails just one clue.

Worked example 1: a reversal riddle

Here is a reversal riddle. Read me forwards and I am the prize you earn. Read me backwards and I am where your socks live. What am I, read forwards?

Step 1. The riddle asks for the word read forwards, not the backwards one. That matters, because the backwards word is easier to find.

Step 2. Two clues: forwards it is a prize you earn, backwards it is a place for socks.

Step 3. The words read backwards make this a reversal riddle. The first move is to write candidates backwards.

Step 5. Which clue is tighter? Places where socks live are few: a drawer, a basket, a box or a cupboard. Prizes you earn are many. So start with the socks.

Step 6. Write each sock place backwards. DRAWER becomes REWARD. A reward is a prize you earn, so it passes the other clue. BASKET backwards is TEKSAB, which is not a word, and the others fail in the same way.

Step 7. Is there a second answer? No other common place for socks reverses into a real word, so REWARD stands. Notice that a hurried reader might answer DRAWER, which is the right word read the wrong way. Step 1 caught that.

Worked example 2: a number riddle

Here is a harder number riddle. I am a 4-digit number. My first digit is twice my last. My second digit is my first and last added together. All my digits add up to 20, and I am odd. What number am I?

Step 2. Four clues: the first digit is twice the last, the second is the first plus the last, the digits add up to 20, and the number is odd.

Step 3. This is a number-clues riddle, so turn the clues into small equations.

Step 5. Every clue mentions the last digit, so call it x. Then the first digit is 2x and the second digit is 2x + x, which is 3x. The digits must add up to 20, so the third digit is whatever is left: 20 minus 2x minus 3x minus x, which is 20 minus 6x.

Now use the fact that every digit is between 0 and 9. The second digit, 3x, can be at most 9, so x is 3 or less. The third digit, 20 minus 6x, can be at most 9, so x must be at least 2. That leaves only two candidates: x = 2 or x = 3.

Step 6. Test both.

Last digit xNumberDigit sumOdd?
2468220No
3692320Yes

Only 6923 passes every clue.

Step 7. There were only two candidates and one failed, so there is no second answer. The answer is 6923.

Notice how the method did the heavy lifting. Without it, you might try dozens of four-digit numbers. With it, you tested two.

What mistakes should you avoid?

  • Answering the wrong question. Check whether the riddle wants an object, a word, a number, a letter or a choice.
  • Stopping at the first clue that fits. Every clue must pass, not just the first two.
  • Ignoring small words. Exactly, only, straight, first and smaller often decide the answer.
  • Taking every word literally. If a feature seems impossible, look for a second meaning.
  • Trusting the instant answer. The quickest idea is often the trap the riddle set.
  • Giving up too early. If you are stuck, go back to step 2 and write the clues out again in different words.

How can you get faster at riddles?

One way to get quicker is to collect the patterns you meet. Solve a few riddles at a time, and come back to them often. Each time you learn a new trick, such as reading a word backwards, counting gaps instead of posts, or turning clues into equations, write it down in a short list of your own. With a list like this, a new riddle will often remind you of a trick you have already written down.

A fixed method can finish a puzzle even when the best answer is hard to find. For the sliding 15-puzzle grown to boards of any size, finding the fewest moves was known by 2015 to be NP-hard, yet a simple method that places one tile at a time always finishes, in about 8/3 n³ moves on average for a board of side n [3].

It also helps to explain your answer out loud, even to yourself. If you cannot say why every clue fits, you have probably skipped one.

Finally, mix the types. Alternate word riddles with number riddles and picture puzzles, so that you practise every first move in the table above.

Practice riddle: can you solve this one?

Try the seven steps on the riddle below. Hint for step 3: it is a number-clues riddle, so start with the clue that limits the digits most. Check your answer against every clue before you reveal it.

References

  1. Alzboon, L., & Nagy, B. (2020, February 4). Truth-Teller–Liar Puzzles with Self-Reference. Mathematics, 8(2), 190. DOI 10.3390/math8020190
  2. Laverty, B., & Murphy, T. (2018, September 25). Optimal Rectangle Packing for the 70 Square. Recreational Mathematics Magazine, 5(9), 5-47. DOI 10.2478/rmm-2018-0001
  3. Parberry, I. (2015, July 10). Solving the (n² − 1)-Puzzle with 8/3 n³ Expected Moves. Algorithms, 8(3), 459-465. DOI 10.3390/a8030459

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