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Explore Real-World Maths

Discover fascinating mathematical concepts through short, engaging articles that connect theory to the real world.

How many combinations does a Rubik's Cube have?
Does the sun really transmit our annual energy needs in 1 hour?
Deriving the age of the universe
Why no one has ever shuffled a deck of cards the same way twice
Why 23 people is enough for a shared birthday
How far away is the horizon?
How much does a cloud weigh?
The Monty Hall problem: why you should always switch
How many times must you fold a piece of paper to reach the Moon?
How a stick measured the Earth 2,200 years ago
Why the house always wins: the maths of roulette
Are you breathing Julius Caesar's last breath?
How many possible games of chess are there?
A million seconds vs a billion seconds
Why do honeybees build hexagons?
Could every human on Earth fit inside Loch Ness?
Benford's law: why the taxman knows when your numbers are fake
Why every rocket needs 11 km/s
Why your family tree is mathematically impossible
Estimating π by dropping needles on the floor
How fast are you moving while sitting still?
Are there more trees on Earth than stars in the Milky Way?
Is 1, 2, 3, 4, 5, 6 a bad lottery ticket?
How do you weigh a planet?
How long would a monkey take to type Hamlet?
0.999… is exactly 1
How far is the Moon? Check it with a coin.
Why your friends have more friends than you
Could you really dig a hole to Australia?
How much would the Death Star cost?
Why you can't beat the casino (and the maths of trying)
The birthday paradox breaks the internet
From Newton's cannonball to black holes, in one equation
Some infinities are bigger than others
The one number that decides whether an outbreak explodes
The number that grows your money (and everything else)
The golden ratio is mostly a lie
Achilles, the tortoise, and the sum that stops the argument
The roulette wheel has no memory
The dice that beat each other in a circle
The 37% rule for hiring (and dating)
Two Londoners have exactly the same number of hairs
How many times a day do clock hands overlap?
Why 1900 wasn't a leap year
Euclid's 2,300-year-old proof that primes never run out
The simplest maths problem no one can solve
Your positive test result probably isn't what you think
800 people guessed an ox's weight. The average was almost perfect.
The rice on the chessboard would bury a country
One 18-inch pizza beats two 12-inch pizzas
Why A4 paper has an irrational secret
Every four-digit number falls into the same black hole
How long is Britain's coastline? It depends who's asking.
The maths trick that fixes a wobbly table
The treatment that works for men, works for women, and fails for people
The planes that came back
Six handshakes to anyone on Earth
The walk that founded a branch of maths
Four colours are always enough
The insect that can count prime numbers
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