Create Date: January 16, 2025
Last Modified Date: January 17, 2025
The birthday paradox can be solved with just one variable:
The result is a percentage that represents the probability of at least two people in the room sharing a birthday. For example, with just 23 people in the room, the chance is approximately 50%.
This tool is designed to be simple and easy to use. You can find the answer by following these steps:
For example, to calculate the probability of at least two people sharing a birthday in a college class of 31 students, enter "31" into the input field. You can now hit calculate to get an answer of 73.05% chance of at least two people sharing a birthday.
23 is the number of people required to reach a 50% probability of at least two people sharing the same birthday. With 75 people, the probability rises to 99.9%.
December 25th is commonly believed to be one of the rarest birthdays.