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Quizzes > Video Games

Impossible Quiz Answers: Can You Beat Every Level?

Quick, free puzzle quiz with instant results; crack impossible questions and answers like question 72.

Editorial: Review CompletedCreated By: Lisa PackUpdated Aug 23, 2025
Difficulty: Moderate
2-5mins
Learning OutcomesCheat Sheet
paper art collage of puzzle pieces question number 24 geometric shapes on teal background for impossible answers quiz

This quiz helps you practice solving Impossible Quiz answers fast, spotting tricks and hidden hints as you go. Tackle tough spots like question 72 and level 24, then sharpen your skills with the impossible quiz 3, math trick questions, and a word puzzle quiz today.

What is the next number in the sequence 2, 4, 6, 8, ?
9
14
12
10
This sequence increases by 2 each time, so after 8 comes 10. It's a simple arithmetic progression. Recognizing constant differences is key to these patterns. For more on arithmetic sequences see .
If you have two apples and you take away one, how many apples do you have?
0
1
2
It's impossible to say
If you take one apple, you now possess that one apple. The puzzle plays on wording rather than arithmetic. The answer is the number you have taken. See more about lateral puzzles at .
If two days after tomorrow is Saturday, what day is today?
Wednesday
Monday
Thursday
Friday
Two days after tomorrow means tomorrow + 2 = Saturday, so tomorrow is Thursday and today is Wednesday. Breaking the phrase into steps clarifies the timeline. For more on time puzzles see .
Which letter comes next in the series J, F, M, A, M, J, ?
J
M
S
A
These are the first letters of the months: January through June. After J for June comes J again for July. Recognizing calendar patterns helps solve this. See month abbreviations at .
What weighs more: a pound of feathers or a pound of gold?
They weigh the same
A pound of gold
Impossible to compare
A pound of feathers
Both are a pound in mass, so they weigh the same. The riddle tricks by focusing on materials, but weight is equal. This classic uses units to mislead the solver. For unit discussions see .
A bat and ball cost $1.10 together. The bat costs $1 more than the ball. How much does the ball cost?
$0.15
$0.10
$0.05
$0.20
If the ball costs $0.05, then the bat costs $1.05, totaling $1.10. Many assume $0.10, but that makes the bat $1.00 and the total $1.10 but violates the $1 difference. This puzzle appears in many tests. See .
An electric train is moving north at 100 mph and the wind is blowing west. Which way does the smoke blow?
West
East
There is no smoke
North
Electric trains don't produce smoke, so there is none to blow. The puzzle relies on assumptions about trains. Recognizing key words is crucial. For more on lateral thinking, visit .
How many months have at least 28 days?
2
12
6
1
All 12 months have at least 28 days. February is the shortest with 28 or 29, but the puzzle tempts you to think only of February. General knowledge of calendars helps. See .
Peter's father has three sons: Snap, Crackle, and what's the name of the third son?
Rice
Peter
Pop
Rocky
The question states Peter's father has three sons, so the third is Peter himself. It's a straightforward name-check riddle. Paying attention to wording solves it. More name riddles at .
What has keys but cannot open locks?
Map
Piano
Keyboard
Book
A piano has keys that produce notes but can't open locks. The riddle trades on the double meaning of 'keys.' It's one of the classic lateral thinking puzzles. Learn more at .
What occurs once in a minute, twice in a moment, and never in a thousand years?
A second
Sunrise
The letter M
A breath
The letter 'M' appears once in the word 'minute,' twice in 'moment,' and not at all in 'thousand years.' This relies on literal letter counting. Word puzzles like this are common; see .
If you pass the person in second place in a race, what position are you in?
First
Third
Impossible to say
Second
Passing the runner in second place puts you in second, since you take their position. Many assume you move to first, but you must surpass the leader for that. It's a classic trick question. More at .
I am tall when I'm young and short when I'm old. What am I?
A mountain
A shadow
A tree
A candle
A candle burns down over time, making it shorter as it gets older. This is a well-known riddle illustrating physical change with time. For more riddles about objects see .
I speak without a mouth and hear without ears. I have nobody, but I come alive with wind. What am I?
An echo
A shadow
A whisper
A cloud
An echo is a sound reflection, so it 'speaks' and 'hears' without a body. It requires a medium and surfaces but no physical form. This is one of the classic intangible riddles. See for details.
What travels around the world but stays in one corner?
A shadow
A map
An airplane
A stamp
A postage stamp travels on mail globally yet sits in the corner of an envelope. The trick is interpreting 'corner' literally. Postal history examples are at .
What can you hold in your right hand but never in your left hand?
Your right elbow
Your nose
A mirror
Your right hand
You can hold your right hand with your left, but you can't hold your right hand with itself. It plays on physical impossibility. More hand riddles at .
What goes up but never comes down?
Smoke
Time
Your age
A balloon
Your age only increases over time and never decreases. Alternatives like smoke or balloons can come down. It's a classic easy-to-understand riddle. See for more.
Forward I am heavy, but backward I am not. What am I?
Weight
Load
Ton
Stone
Spelling 'ton' forward gives a heavy weight; backward it spells 'not.' This word-play puzzle hinges on reversing letters. Learn more about word riddles at .
What has lakes with no water, mountains with no stone, and cities with no buildings?
A map
A painting
A fantasy novel
A video game
A map depicts lakes, mountains, and cities symbolically without physical substance. Many riddles use metaphorical representations. See for more.
Remove the outside, cook the inside, eat the outside, then throw away the inside. What is it?
Apple
Egg
Banana
Corn on the cob
Husk the corn (remove outside), boil or grill (cook inside), eat the kernels (eat outside), discard the cob (throw away inside). It's a multi-step riddle. More food riddles at .
What is round like a ball but weighs nothing?
A balloon
A bubble
A planet
A feather
A soap bubble is spherical but virtually weightless due to its thin film. The riddle contrasts shape with mass. See for physics details.
What has a head and a tail but no body?
A worm
A snake
A coin
A comet
A coin features a 'head' side and a 'tail' side but has no body. This classic riddle plays on double meanings. For more see .
What begins with T, ends with T, and has T in it?
Toast
Teapot
Tent
Tablet
The word 'teapot' starts and ends with 'T' and holds tea ('T') inside. Word structure combined with content clues reveal the answer. See .
What runs all around a yard without moving?
A shadow
A fence
A sprinkler
A dog
A fence encloses the yard entirely but doesn't move. The riddle subverts the idea of movement. More boundary riddles at .
A man builds a house with all four sides facing south. A bear walks by. What color is the bear?
White
Gray
Brown
Black
If all sides face south, the house is at the North Pole, so the bear must be a polar bear, which is white. This uses geographic reasoning. For more see .
What is the only number whose letters are in alphabetical order?
Sixty
Forty
Fifty
Thirty
'Forty' is spelled F-O-R-T-Y, and these letters appear in alphabetical order. No other number satisfies this condition. This is a unique lexical trivia fact. See .
Which English word contains three consecutive double letters?
Mississippi
Parallel
Committee
Bookkeeper
Bookkeeper has the double letters 'oo', 'kk', and 'ee' in sequence. It's famously the only common English word with this feature. See for more.
You have two coins totaling 30¢, and one is not a nickel. What are the coins?
A quarter and a nickel
Three dimes
Two dimes and a nickel
A quarter and a dime
One coin is a quarter (25¢) and the other is a nickel (5¢), but only one coin - the quarter - is not a nickel. The trick is in singular/plural phrasing. See .
Which word is pronounced the same if you remove four of its five letters?
Guide
Through
Aunt
Queue
Removing the last four letters from 'queue' still leaves the pronunciation 'Q'. It's a playful look at English spelling. More at .
How many times does the digit '1' appear if you list all numbers from 1 to 100?
21
22
19
20
The digit '1' appears 21 times between 1 and 100 (in 1 - 9 once, 10 - 19 eleven times, 21,31…91 once each, and 100 once). Counting by place value confirms this. For counting strategies see .
I am the beginning of the end, the end of time and space, the beginning of every end, and the end of every place. What am I?
The letter E
Silence
Infinity
Death
The letter 'E' begins 'end,' ends 'time' and 'space,' begins 'every,' and ends 'place.' It's purely a letter-based riddle. See more word riddles at .
A man rides into town on Wednesday and leaves two days later still on Wednesday. How is that possible?
It was a leap week
He miscounted days
Time travel
His horse is named Wednesday
His horse's name is Wednesday, so he arrives and leaves on the same horse. The riddle tricks by using Wednesday as both a day and a name. For more see .
There is one word in English that is always spelled incorrectly. What is it?
Misspelled
Wrong
Incorrectly
Typo
The word 'incorrectly' is always spelled 'incorrectly.' It's a classic pun on meaning. This type of riddle highlights ambiguous semantics. For more see .
What three positive numbers give the same result when added and multiplied?
1, 2, and 3
1, 1, and 4
3, 3, and 3
2, 2, and 2
1 + 2 + 3 = 6 and 1 × 2 × 3 = 6. This rare equality holds only for these three integers. It's a neat arithmetic curiosity. More at .
In the Monty Hall problem with three doors, if you initially pick one door, the host reveals a goat behind another door and offers you a switch, what is the probability of winning the car if you switch?
2/3
3/4
1/2
1/3
By switching, you win whenever your initial pick was wrong (which has probability 2/3). Staying wins only if your first choice was right (1/3). This counter-intuitive result is well-documented. See .
You have two ropes that each burn inconsistently for exactly 60 minutes. How can you measure 45 minutes?
Light both ropes at one end then estimate 45 min by eye
Fold one rope in half and burn from both ends simultaneously
Light one rope at both ends and the other at one end. When the first finishes (30 min), light the second rope's other end.
Burn one completely then start the second
Lighting rope A at both ends uses 30 minutes to burn. At that instant you light rope B's other end; it then burns in 15 minutes, totaling 45. The inconsistency of burn rate is irrelevant because timing is relative. For details see .
A standard chessboard has two opposite corner squares removed. Can you cover the board with 31 dominoes so each covers two adjacent squares? Why or why not?
Yes, you simply rotate the dominoes
No, because 31 dominoes cover only 62 squares
No, because the removed corners are the same color, leaving unequal black and white squares
Yes, with a special tiling pattern
Each domino covers one black and one white square. Removing two same-colored corners leaves 30 of one color and 32 of the other, making perfect pairing impossible. This is an example of parity in tiling. See .
In the Königsberg bridges problem, is there a walk crossing each bridge exactly once? Why or why not?
No, because more than two land masses have an odd number of bridges
Yes, by starting at one odd vertex
No, because islands move
Yes, if you skip one bridge
Euler proved no such walk exists if more than two vertices (land masses) have odd degree. Königsberg has four odd vertices, preventing an Eulerian trail. This founded graph theory. See .
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Study Outcomes

  1. Analyze Puzzle Mechanics -

    Learn how the impossible answers quiz designs its brain-bending challenges, including the logic patterns behind each riddle.

  2. Identify Trick Patterns -

    Spot recurring traps in question 24 on the impossible quiz and impossible quiz question 72 to anticipate sneaky stoppers.

  3. Apply Solution Strategies -

    Use proven tactics and witty insights to find the elusive answer for impossible quiz levels and avoid common pitfalls.

  4. Navigate Time-Sensitive Challenges -

    Develop reflex-based techniques to beat the impossible quiz before timers expire and unexpected twists occur.

  5. Master Every Level -

    Combine analytical thinking, humor, and quick reflexes to consistently beat the impossible quiz at every turn.

Cheat Sheet

  1. Cognitive Flexibility and Lateral Thinking -

    Research from the University of Michigan highlights that puzzles like question 24 on the impossible quiz rely on shifting perspectives rather than linear logic. Practice "thinking sideways" by asking yourself what's missing instead of what's given to spot the hidden twist quickly.

  2. Pattern Recognition with Visual Memory -

    A 2021 MIT study shows that recognizing recurring shapes or color sequences can accelerate your progress in the impossible answers quiz. For instance, memorize the order of flashing symbols early on so you breeze through question 72 when it reappears.

  3. Working Memory Chunking -

    According to George A. Miller's 1956 research (Miller's Law), you can only hold about 7±2 items in short-term memory, so group clues into small "chunks." Use a mnemonic like "FLIP" (First, Look, Identify, Press) to recall the answer for impossible quiz questions under pressure.

  4. Rapid Response and Motor Coordination -

    Studies from Harvard's cognition lab reveal that timed trivia benefits from consistent reaction-time drills - try simple online click-speed tests for 5 minutes daily. Improving your hand-eye coordination reduces the milliseconds lost between seeing the right answer and clicking it.

  5. Spaced-Repetition and Error Analysis -

    The University of Waterloo's memory research recommends reviewing wrong answers after every run to prevent repeats. Keep a quick log of stoppers and revisit them across multiple sessions to cement the path to how do you beat the impossible quiz each time.

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