🔺 A Curious Property of the Sierpiński Triangle | Fermat Primes & Constructible Polygons

2 months ago
22

Discover the fascinating connections between the Sierpiński Triangle, Fermat primes, and constructible polygons!
In this episode, we dive deep into the world of fractals and classical geometry to explore a surprising property that links these intriguing mathematical concepts.

🔺 What is the Sierpiński Triangle?
🔢 How do Fermat primes relate to polygon construction?
📐 Why some polygons can be constructed with just a compass and straightedge?

Whether you love fractals, prime numbers, or geometry, this video offers a beautiful glimpse into the elegance of mathematics.

👉 Don’t forget to like, comment your favorite math fact, and subscribe for more Numberphile wonders!

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