Birthday Paradox trivia

Birthday Paradox Mini Quiz

Test your knowledge with these top questions!

Question 1

The "birthday paradox" requires how many people to reach a 50% chance of a shared birthday?

Although 23 people yields a 50% probability, increasing the group size to just 70 people pushes the chance of a shared birthday to 99.9%.

Question 2

Why does the "birthday paradox" require surprisingly few people to find a matching date?

Instead of comparing one person to the rest of the group, every individual is compared to each other, creating 253 unique pairings among 23 people.

Question 3

Mathematicians call the "birthday paradox" a paradox because it directly contradicts what?

Our brains tend to linearly assume we need around 183 people to reach a 50% chance, making the mathematically sound answer feel completely absurd.

Question 4

The "birthday paradox" reaches a 100% guarantee at 367 people due to which math concept?

This principle dictates that if you distribute 367 people across 366 possible dates, including leap years, at least one date must contain two people.