Free riddles for teens

Ages 12–15 Riddles — Sharp Minds

Trickier wordplay, real algebra puzzles, classic lateral-thinking riddles, and general-knowledge trivia.

  1. #1 Wordplay

    I'm a five-letter word. Even if you remove my last four letters, I'm still pronounced exactly the same. What word am I?

  2. #2 Wordplay

    Which word in the English language is always spelled incorrectly, no matter which dictionary you check?

  3. #3 Wordplay

    I contain cities with no houses in them, mountains with no trees on them, and water with no fish in it. What am I?

  4. #4 Wordplay

    I have a heart, yet it never beats. I have layers you peel away before you find the tender part inside. What am I?

  5. #5 Wordplay

    I'm covered in sharp needles, yet I've never sewn a single stitch in my life. What am I?

  6. #6 Wordplay

    I start out tall, but I get shorter every single time you use me for your schoolwork. What am I?

  7. #7 Wordplay

    I'm an English word made of three doubled letters in a row (like -oo-, -kk-, -ee-). I'm someone who manages a company's financial records. What word am I?

  8. #8 Wordplay

    What do you call a fish that has no eye?

  9. #9 Wordplay

    I'm a five-letter word for something you might skip across a pond. Knock off my first two letters and I become the number 1. What word am I?

  10. #10 Wordplay

    Which common English word runs nine letters long but contains only a single vowel?

  11. #11 Wordplay

    Say me out loud and I could be any of three different words: one points at a place, one shows that something belongs to a group of people, and one is two words squeezed together. Spell all three.

  12. #12 Wordplay

    One nine-letter English word contains all five vowels — A, E, I, O, U — each exactly once and in perfect alphabetical order. It means treating a serious subject with unhelpful humour. What word is it?

  13. #13 Wordplay

    I'm fifteen letters long and not one of my letters repeats — every single one is different. Fittingly, I describe a work that nobody can legally claim ownership of. What word am I?

  14. #14 Wordplay

    Which is correct: "the yolk of the egg is white" or "the yolk of the egg are white"?

  15. #15 Math & Logic

    Two trains start 300 miles apart and travel toward each other — one at 60 mph, the other at 40 mph. How long until they meet?

  16. #16 Math & Logic

    The sum of three consecutive whole numbers is 72. What are the three numbers?

  17. #17 Math & Logic

    A rectangular garden is twice as long as it is wide. Its perimeter is 60 meters. What are its dimensions?

  18. #18 Math & Logic

    If 5 machines can make 5 widgets in 5 minutes, how long would it take 100 machines to make 100 widgets?

  19. #19 Math & Logic

    You have an unmarked 3-liter jug and an unmarked 5-liter jug. How can you measure out exactly 4 liters of water?

  20. #20 Math & Logic

    What is the smallest 4-digit palindrome (reads the same forwards and backwards) that is also an even number?

  21. #21 Math & Logic

    What is the next number in this sequence: 2, 6, 12, 20, 30, ?

  22. #22 Math & Logic

    If you flip a fair coin 3 times, what is the probability of getting at least one heads?

  23. #23 Math & Logic

    A jacket is marked down 20% in a sale. At the register, a coupon takes a further 20% off the sale price. What is the total discount off the original price?

  24. #24 Math & Logic

    A jar holds red and blue marbles in a ratio of 3 to 5. There are 24 more blue marbles than red ones. How many marbles are in the jar altogether?

  25. #25 Math & Logic

    You drive 60 km to the next town at a steady 60 km/h, then drive the same 60 km home at a steady 30 km/h. What is your average speed for the round trip?

  26. #26 Math & Logic

    One tap fills a bathtub in 6 minutes. A second tap fills the same tub in 3 minutes. With both running together, how long does the tub take to fill?

  27. #27 Math & Logic

    In a class of 30 students, 18 play football and 15 play basketball. 5 students play neither sport. How many students play both?

  28. #28 Math & Logic

    Ten people meet at a party, and every person shakes hands with every other person exactly once. How many handshakes take place?

  29. #29 Lateral Thinking

    A man lives on the 12th floor of an apartment building. Every morning he takes the elevator all the way down to the ground floor. Every evening, he rides the elevator back up to only the 7th floor and walks the rest of the way — except on rainy days, when he rides it all the way to the 12th floor. Why?

  30. #30 Lateral Thinking

    A woman 'shoots' her husband, then holds him underwater for five minutes, and finally hangs him up. Five minutes later, the two of them sit down and enjoy a lovely dinner together. How is this possible?

  31. #31 Lateral Thinking

    A man is found dead in a locked room with no windows. The only things in the room are a puddle of water and a rope hanging from the ceiling. How did he die?

  32. #32 Lateral Thinking

    Two men play five games of checkers. Each man wins the same number of games, and there are no ties. How is this possible?

  33. #33 Lateral Thinking

    A boy is rushed to the hospital emergency room. The ER doctor looks at him and says, 'I can't operate on him — he's my son!' But the doctor is not the boy's father. How is this possible?

  34. #34 Lateral Thinking

    How can a man go eight full days without sleep?

  35. #35 Lateral Thinking

    You're in a room with no doors and no windows. All you have is a mirror and a table. How do you get out?

  36. #36 Lateral Thinking

    A cowboy rides into town on Friday, stays for three days, and rides back out on Friday. How is that possible?

  37. #37 Lateral Thinking

    A woman sits alone in a pitch-dark room — no lamp, no candle, no phone, no screen of any kind — and reads a whole book from cover to cover. How?

  38. #38 Lateral Thinking

    A night watchman tells his boss he dreamed the boss's morning flight would crash. The boss cancels his ticket, the plane really does go down — and the boss fires the watchman anyway. Why?

  39. #39 Lateral Thinking

    A man walks into his living room and finds Bubbles and Splash lying dead on the carpet, surrounded by broken glass and a spreading puddle of water. Nobody else has been in the house all day. What happened?

  40. #40 Lateral Thinking

    In the middle of an empty field, a carrot, two lumps of coal, and an old scarf lie together on the wet grass. Nobody put them there and nobody dropped them. How did they get there?

  41. #41 Lateral Thinking

    A shopkeeper sells 1 for one dollar, 25 for two dollars, and 300 for three dollars. Every customer knows exactly what they are buying, and nobody finds the pricing strange. What is she selling?

  42. #42 Lateral Thinking

    Whoever makes me has no use for me. Whoever buys me is not buying me for themselves. Whoever ends up using me never knows it. What am I?

  43. #43 Trivia

    What is the chemical symbol for gold?

  44. #44 Trivia

    In which year did World War II end?

  45. #45 Trivia

    What is the largest ocean on Earth?

  46. #46 Trivia

    Who wrote the play 'Romeo and Juliet'?

  47. #47 Trivia

    What organelle is often called the "powerhouse of the cell"?

  48. #48 Trivia

    How many sides does a hexagon have?

  49. #49 Trivia

    About how fast does light travel, in kilometers per second?

  50. #50 Trivia

    What is the capital city of Australia?

  51. #51 Trivia

    Which planet in our solar system is tipped so far over — roughly 98 degrees — that it effectively rolls around the Sun on its side?

  52. #52 Trivia

    What is the longest river in Africa?

  53. #53 Trivia

    Which two gases make up about 99% of the air in Earth's atmosphere?

  54. #54 Trivia

    In which year did the Berlin Wall fall?

  55. #55 Trivia

    What do the three letters in "DNA" stand for?

  56. #56 Trivia

    Which ancient Greek thinker gives his name to the theorem that a² + b² = c² in a right-angled triangle?

How to use this with a 12–15 year old

This tier steps up in every category: the wordplay leans on real language quirks (anagrams, alphabetical-order tricks), the math puzzles use actual algebra and probability instead of arithmetic tricks, and the lateral-thinking riddles are the classic "how is this possible?" style that rewards re-reading the question carefully. Each answer includes the reasoning, not just the result — the goal is to see the logic, not just get the word right.

Set up a profile above (just a name and an avatar, nothing else, and it's completely optional) and we'll remember what you've solved on this device, so the default list always leads with what's new.

Want something more foundational, or ready for the hardest tier? Try Ages 10–12 orAges 18+ .