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Long ago, before computers or printed books, ancient thinkers drew shapes in the sand with sticks to solve real-world puzzles.
These thinkers were mathematicians โ people who study numbers, patterns, and shapes.
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What happens when you build square boxes along the sides of a triangle? A thinker named Pythagoras found an amazing secret.
Pythagoras and the Square Pattern
Over 2,500 years ago in ancient Greece, Pythagoras studied an L-shaped triangle called a right triangle.
He built squares of little tiles on each side and discovered that the two smaller squares fit perfectly inside the biggest square.
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Count the little boxes yourself: 9 orange tiles plus 16 blue tiles equal exactly 25 green tiles!
Pythagoras found patterns in triangles, but how do we build all shapes from the very beginning?
Euclid and the Shape Rules
Around 300 BCE, a Greek teacher named Euclid wrote a famous math book called The Elements.
Euclid showed that every big shape starts from tiny building blocks: a single point (a tiny dot) and a straight line.