Who were the Early Mathematicians

Who were the Early Mathematicians?

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Professor mathematicians
>Were a flourishing agriculture economy, ancient metropolis, settled in a modern Asian nation, was one amongst the primary societies advanced enough to wish a contemporary record-keeping.

>The ancient Babylonians were thus among the primary to develop a classy numeration system.

>They developed point numbering- the system whereby not solely an emblem however additionally its position relative to different symbols expresses price.

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>Positional enumeration allowed giant quantities to be expressed with easy symbols ironed into clay tablets.
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>The Babylonian simple fraction, or base 60, system classified numbers by sets of 60- 60square, 60 cubes, then on- even as fashionable numeration uses the image I for sets of ten: 10 square(100), 10 
cubes(1,000).

>Clay tablets have come back down through history that clearly shows the Babylonian's advanced understanding of numbers.

Who were the Early Mathematicians,who was the first mathematician to use exponential notation, who was the first mathematician in the world, who was the first female mathematician, who were the first mathematicians, who was the first woman mathematician, who was the first english mathematician in 1557, who was the first mathematician of india, who was the first muslim mathematician, who was one of the first mathematicians to use algebra, who was the first mathematician of the world, who was the first mathematician to have, who were the early mathematicians, who was the first greek mathematician, who was the first african american mathematician, who was the first black mathematician, who was the first mathematician to calculate the value of pi, who was the first mathematician in india, who was the first black woman mathematician, who was the first mathematician to treat zero as a number,


>The pill is thought as Plimpton 322 shows a sequence of numbers that seem too specific the equation "x sq. +Y square= Z square".

> In different words, the Babylonians had a version of what would later be known as the philosopher theorem.


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