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Can you solve this?

Riddle · tap to reveal · Jun 22, 5:00 PM

Riddle

What sequence counts without numbers, starts at one, yet never ends?

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The Answer

The alphabet.

Here's why: the alphabet sequence orders letters, starting with 'A', but unlike numerical sequences, it doesn't have an end based on counting.

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Can you solve this?

Riddle · tap to reveal · Jun 21, 10:57 AM

Riddle

I am a three-digit number, my tens digit is five more than my ones digit, my hundreds digit is eight less than my tens digit. What am I?

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The Answer

194

Here's why: the tens digit must be a number that allows another digit to be eight less than itself, which is only possible if the tens digit is 9. The ones digit is 4 (5 less than 9), and the hundreds digit is 1 (8 less than 9).

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Can you solve this?

Riddle · tap to reveal · Jun 18, 3:34 PM

Riddle

I start with one, then two, then three, and so on without a hitch. But if you rearrange my parts, I'll be in the same spot, no glitch. What am I?

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The Answer

A clock face.

Here's why: The numbers on a clock face move sequentially from 1 to 12. Rearranging the numbers (e.g., shifting the order) still leaves them on the clock face.

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Can you solve this?

Riddle · tap to reveal · Jun 17, 5:20 PM

Riddle

I can measure the width of a smile or the length of a mile. What am I?

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The Answer

A ruler.

Here's why: the wordplay lies in the dual meaning of 'ruler'—it measures both small things like a smile and large things like a mile.

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Can you solve this?

Riddle · tap to reveal · Jun 16, 10:43 PM

Riddle

I am a number sequence that begins with 0 and 1, and I grow by adding my two previous members. Who am I?

?Tap to reveal the answer

The Answer

The Fibonacci sequence.

Here's why: the sequence starts with 0 and 1, and each subsequent number is the sum of the two preceding ones, characteristic of the Fibonacci sequence.

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Can you solve this?

Riddle · tap to reveal · Jun 7, 7:22 PM

Riddle

I start with a square, make a line to the sky; I gain a corner each step, reaching ever so high. What number am I?

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The Answer

Triangular numbers

Here's why: The riddle describes starting with 1, the first triangular number, then adding 2, 3, 4, etc., to form a triangle — gaining 'corners' or points with each step.

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Can you solve this?

Riddle · tap to reveal · Jun 4, 10:01 AM

Riddle

I can be heavy or light, but you'll never see me with sight. I'm the measure of balance, yet not a sound, what's my stance?

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The Answer

Scales

The riddle plays on the dual meaning of 'scales'—as tools for measuring weight (heavy or light) and as a metaphor for balance. Neither definition involves being visible or audible.

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Surprising Facts About Numbers

Fact · 8 facts — swipe through each one · Jun 4, 9:07 AM

Fact
Surprising Facts About Numbers
1

There are more possible iterations of a game of chess than there are atoms in the observable universe.

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2

A single strand of DNA from the human body is about 2 meters long when stretched out.

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3

The probability of shuffling a deck of cards into a completely original order is almost 100%.

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4

If you were to count out loud to one billion, it would take you around 95 years without stopping.

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5

The number of bacteria in a human mouth is greater than the entire human population of Earth.

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6

Humans share 50% of their DNA with bananas.

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7

An octopus has three hearts and nine brains.

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8

On average, a single cloud weighs about 1.1 million pounds.

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Can you solve this?

Riddle · tap to reveal · Jun 4, 5:13 AM

Riddle

I start at one, but I'm never alone. I grow slowly, but two makes me whole. What am I?

?Tap to reveal the answer

The Answer

Fibonacci sequence

Here's why: The sequence starts at one, and each number is the sum of the two preceding ones, making two an essential part of its progression.

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Can you solve this?

Riddle · tap to reveal · Jun 2, 5:32 AM

Riddle

I start at 2, then double each time. I’m under 40 and end before 20. What am I?

?Tap to reveal the answer

The Answer

The sequence 2, 4, 8, 16.

Here's why: the sequence begins at 2 and doubles each time (2, 4, 8, 16), ending under 20 and before exceeding 40.

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Surprising Facts About Money and Economics

Fact · 9 facts — swipe through each one · May 30, 1:42 PM

Fact
Surprising Facts About Money and Economics
1

The first paper money was created in China during the Tang Dynasty in the 7th century.

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2

The U.S. Bureau of Engraving and Printing produces more than 3 billion $1 bills each year.

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3

In Canada's currency, the $2 coin, affectionately known as the 'toonie,' features a polar bear on one side.

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4

The largest denomination of U.S. currency ever printed was the $100,000 bill, which was used only for transactions between Federal Reserve Banks.

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5

More than 90% of the world's currency exists only on computers and not in physical form.

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6

Vending machines in Japan sell everything from socks to umbrellas, contributing to a more than $60 billion industry.

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7

In Zimbabwe, hyperinflation led to the printing of a $100 trillion note, which later became a collector's item when the currency was abandoned.

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8

The word 'salary' comes from the Latin word 'salarium,' which means payment in salt, a valuable commodity in ancient times.

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9

Monopoly, the world's most popular board game about real estate and finance, has been translated into 37 languages.

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Can you solve this?

Riddle · tap to reveal · May 24, 12:07 PM

Riddle

I am a sequence that starts with one, And grows to double when fun is done. Skip the three and four, continue as such, What number am I when you count too much?

?Tap to reveal the answer

The Answer

The number is 8.

Here's why: The sequence is 1, 2, 5, 6, 7, and then doubles to 8, skipping 3 and 4, following an unusual counting pattern.

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Can you solve this?

Riddle · tap to reveal · Apr 29, 12:28 PM

Riddle

I grow by shrinking, can count without an abacus, and measure what lies beneath. What am I?

?Tap to reveal the answer

The Answer

A ruler.

Here's why: a ruler grows in its measurement by the scale marked on it, counts inches or centimeters without needing an abacus, and measures distances and objects.

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Can you solve this?

Riddle · tap to reveal · Apr 29, 10:45 AM

Riddle

I am a sequence that starts with one, then three, then six, and ends at last. What number am I known as?

?Tap to reveal the answer

The Answer

The triangular number sequence.

Here's why: the sequence describes triangular numbers, which are formed by adding natural numbers sequentially: 1, 3, 6, 10, etc.

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Can you solve this?

Riddle · tap to reveal · Apr 28, 3:38 PM

Riddle

What has a thousand pounds but never feels a thing?

?Tap to reveal the answer

The Answer

A scale.

Here's why: A scale measures weight in pounds but doesn't physically feel the weight it's measuring, playing on the dual meaning of 'pounds'.

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Can you solve this?

Riddle · tap to reveal · Apr 28, 5:47 AM

Riddle

I start with one and grow with time, Double me now and a pattern you'll find. What am I?

?Tap to reveal the answer

The Answer

The Fibonacci sequence

Here's why: The Fibonacci sequence starts with one and each subsequent number is the sum of the two preceding ones, doubling the pattern over time.

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Can you solve this?

Riddle · tap to reveal · Apr 11, 6:06 AM

Riddle

I start with one, then two appear. Multiply the past, and the next is clear. Divide me down, you'll find the sum. What number am I, when all are done?

?Tap to reveal the answer

The Answer

Eight

The sequence 1, 2, 4, 8 follows: start with 1, double each to get the next. Then dividing the 8 by itself and adding gives the sum of 1, which was the start.

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Surprising Facts About Numbers and Statistics

Fact · 7 facts — swipe through each one · Apr 10, 10:37 AM

Fact
Surprising Facts About Numbers and Statistics
1

A 'jiffy' is an actual unit of time in physics, defined as the time it takes light to travel one centimeter in a vacuum, approximately 33.3564 picoseconds.

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2

The number zero was first used in India in the 5th century and is a key element in modern mathematics, enabling calculations and the concept of infinity.

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3

There are more possible iterations of a game of chess than there are atoms in the known universe, with estimates putting the number at around 10^120.

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4

In a group of just 23 people, there is a 50% chance that two people share the same birthday, according to the Birthday Paradox.

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5

The Fibonacci sequence is closely related to the golden ratio, and both can be observed in natural patterns such as the arrangement of leaves on a stem.

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6

An octillion, equal to 1 followed by 27 zeros, is a number so large that it's difficult to represent in physical terms, yet it's used in scientific calculations.

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7

Pi (π) is an irrational number, meaning it cannot be expressed as a simple fraction, and its decimal representation never repeats or ends.

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Can you solve this?

Riddle · tap to reveal · Apr 9, 12:07 AM

Riddle

I am a number that’s not too high, if you halve me, I’m a whole guy. If you double me up, I’m a perfect score, what number am I, can you explore?

?Tap to reveal the answer

The Answer

10

10 halved is 5 — a perfectly whole number. 10 doubled is 20, and 20/20 is the classic "perfect score" in an eye test. Both clues point squarely at 10.

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Can you solve this?

Riddle · tap to reveal · Apr 8, 12:59 AM

Riddle

I am a number that appears to strut, When doubled, I feel tight, Shift me a step, and I become less, Reveal me, and I'm right. What am I?

?Tap to reveal the answer

The Answer

The number 9. (Struts as a '9', doubles to '18' feeling 'tight' due to the even number. Shift one step down to '8' makes it less, revealing as 'nine' fits the phrase.)

The answer is 9. Nine "struts" because it looks tall and confident as a digit; doubled to 18, the digits sum back to 9 (1+8=9), a trick unique to multiples of 9. Shifting one step down gives 8, which is less — and "nine" is revealed as right.

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Can you solve this?

Riddle · tap to reveal · Apr 7, 4:22 AM

Riddle

I dance between odd and even, a curious sight to see. Start with one and add on twice, you'll surely notice me. What am I?

?Tap to reveal the answer

The Answer

The Fibonacci sequence

The Fibonacci sequence alternates in a pattern — odd, odd, even, repeating — and starts with 1, then 1 again ("add on twice"). Each number is the sum of the previous two, creating a sequence that perpetually dances between odd and even values.

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Can you solve this?

Riddle · tap to reveal · Apr 4, 6:26 PM

Riddle

I am the product of three consecutive numbers, and one of my factors is the same as the sum of my digits. Subtract the smallest of the trio from me, and I'm divisible by three. What am I?

?Tap to reveal the answer

The Answer

The number is 120 (4 * 5 * 6).

4 × 5 × 6 = 120. The digits of 120 sum to 3 (1+2+0), and 3 divides evenly into 120 — so one of its factors equals the sum of its digits. The three consecutive numbers 4, 5, and 6 are the key to unlocking it.

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Can you solve this?

Riddle · tap to reveal · Apr 4, 4:45 AM

Riddle

I am a number, not too small, if you divide me by myself, no change at all. If you add my digits, you'll find the same, as multiplying them, in this math game. What number am I?

?Tap to reveal the answer

The Answer

2

The number 2 divided by itself equals 1 — a clean, unchanged whole. More cleverly, adding its single digit (2) gives the same result as multiplying it (also 2), a property that holds true uniquely for 2.

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