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Summary Of: Plimpton 322

Plimpton 322 is a partly broken... Plimpton 322 can be dated to the period 1822... The main content of Plimpton 322 is a table of numbers... Robson argues that the columns of Plimpton 322 can be interpreted as the following values... row 11 of Plimpton 322 can be generated in this way for...

Encyclodia Page On: Plimpton 322

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| | | Mathematics portal | | Ancient Near East portal | Babylonian | clay tablets | Babylonian mathematics | Columbia University | 1800 BCE | cuneiform script | Pythagorean triples | Pythagorean theorem | clay tablet | Columbia University | Larsa | cuneiform script | sexagesimal | hypotenuse | Neugebauer | number-theoretic | Pythagorean triples | (3,4,5) right triangle | coprime | regular numbers | trigonometric | cosine or tangent | algebraic | geometric | quadratic equations | Conway, John H. | Guy, Richard K. | ISBN 0-387-97993-X | ISBN 978-0486223322 | doi | MR | American Mathematical Monthly | doi | MR | Category | Babylonian mathematics | WikiProject Ancient Near East articles |
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