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if you open any history book on mathematics it will tell you that the ancient Greeks discovered trigonometry our research into this Babylonian tablet is going to change all of that Plimpton three-to-two is a three thousand seven hundred year old fragment of clay from the old babylonian period and itamp;#39;s a scientific marvel of the ancient world weamp;#39;ve known for decades that itamp;#39;s unusual sequence of numbers proves that the Babylonians knew the Pythagorean theorem a thousand years before Pythagoras was born but while there is agreement on what the tablet contains thereamp;#39;s been no agreement on what it was used for our research shows that itamp;#39;s a trigonometric table so unfamiliar and advanced that in some respects itamp;#39;s superior even to modern trigonometry weamp;#39;ve discovered that these lines represent the ratios for a series of right-angled triangles ranging from almost a square to almost a flat line this makes Plimpton three to two a powerful
