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Babylonian Right Triangle Mathematics

c. 1800 BCE · Ancient World
Mathematics

Ancient Babylonian mathematicians discovered and applied the mathematical relationship later known as the Pythagorean theorem. Clay tablets from this period show understanding of the relationship between the sides of right triangles, including the 3-4-5 triplet. These tablets demonstrate that Babylonians could calculate with remarkable precision and used this knowledge for practical applications in land surveying and architecture, nearly 1,000 years before Pythagoras was born.

Key Figures

Old Babylonian MathematiciansHammurabiPlimpton 322 Scribe

Locations

BabylonLarsa

Topics

babylonsciencearchitecturemathematicsgeometrysurveying

Connected Events — 1 Connection

The sexagesimal (base-60) positional system enabled Babylonian mathematicians to compute Pythagorean triples on tablets like Plimpton 322, demonstrating sophisticated number theory by 1800 BCE Babylonian Sexagesimal System: Positional Notation Without Zero
c. 1800 BCE · Mathematics · Ancient World
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