אודות פרק זה
India solved the Pythagorean theorem 300 years before Pythagoras. Here's the proof that was buried.
In 800 BCE, a Vedic priest named Baudhayana recorded geometric principles now called 'Pythagorean' — in Sanskrit, on the Gangetic plain, using ropes and fire altars. The Shulba Sutras are not mythology; they are field manuals for calculating square roots, transforming shapes, and preserving sacred area across 10,000-brick altars.
Baudhayana even approximated √2 to four decimal places — and admitted the answer was incomplete, using the Sanskrit word saa-vishesha: 'with remainder.' That intellectual honesty may be the most modern thing in the entire text. If you've been taught that mathematics ran from Babylon to Greece to Europe — this episode fills the gap they left out.
00:00 Baudhayana & the Shulba Sutras
00:44 Geometry of Vedic Fire Altars
01:06 Rope Geometry in Ancient India
02:30 Pythagorean Theorem Before Greece?
03:15 Global Math Timeline: Babylon to India
05:08 Square Root of 2 in 800 BCE
06:14 Kerala School & Early Calculus
