What is the Law of Large Numbers?

Have you ever flipped a coin and wondered if you could guess what it would land on? If you toss a coin once, it’s completely wild—anything could happen! But what if you tossed that same coin ten thousand times? During World War II, a mathematician named John Kerrich was stuck in a camp in Denmark with a lot of time on his hands. So, he and his friend decided to play the longest game ever! They flipped a coin 10,000 times and wrote down every single result. Did they get exactly 5,000 heads and 5,000 tails? Not quite, but they got amazingly close with 5,067 heads! This incredible coin-flipping experiment proved a mathematical secret called the Law of Large Numbers! First discovered by a man named Jacob Bernoulli in the 1700s, this amazing rule shows us that even when one event is totally unpredictable, a huge number of events will always settle down into a clear pattern. Join Mira and Finn as they explore how this invisible rule turns wild chaos into steady order!