In the early 20th century, German researchers found several clay tablets at the site of Ć uruppak. (Today, that's basically the Iraqi city of Tell Fara.) Some of the tablets appear to be the remains of math instruction, including two different tablets that are working the same story problem.
A loose translation of the problem is: A granary. Each man receives 7 sila of grain. How many men? That is, the tablets concern a highly artificial problem and certainly present a mathematical exercise and not an archival document. The tablets give the statement of the problem and its answer (164571 men - expressed in the sexagesimal system S since we are counting men - with 3 sila left over). However, one of the tablets gives an incorrect solution. When analyzing these tablets, Marvin Powell commented famously that it was, "written by a bungler who did not know the front from the back of his tablet, did not know the difference between standard numerical notation and area notation, and succeeded in making half a dozen writing errors in as many lines."That comes from a site set up by Duncan Mellville, a math professor at St. Lawrence University in Canton, NY. He's actually got a whole collection of essays on Mesopotamian mathematics. I am certain, that by posting this, I've just ruined somebody's productivity for, like, a week.
Editor's Note:The image is not THE cuneiform tablet in question.
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