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      • The origins of Babylonian mathematics

      The origins of Babylonian mathematics

      • Postado por CNI Treinamentos
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      • Data 31/07/2020
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      The origins of Babylonian mathematics

      The main role in the evolution of mathematics played Egypt and Babylon. Men and women and academics of those civilizations have produced an enormous contribution for the development of geometry, arithmetic, and even laid the foundation for the emergence of algebra.

      The Babylonian kingdom arose in the starting of II millennium BC. e. on the territory of modern day Iraq, replacing Sumer and Akkad, and inheriting their sophisticated culture. Existed until the Persian conquest in 539 BC. e. Babylonian cuneiform writing on clay tablets icons which a considerable number have survived. For that reason, there is a fairly complete image with the mathematical achievements of scientists Babylonian State. The roots of your Babylonian culture was largely inherited from the Sumerians – cuneiform writing, countable approach and so on. Babylonian mathematical texts are largely educational in nature… They show that the calculated Babylonian technique was far superior Egyptian, as well as the range of tasks is a lot wider. There can be tasks to resolve quadratic equations, geometric progression. In solving the applied proportions, arithmetic imply, percentages.

      About the mathematics thegraduatepapers.com of ancient Babylon and their scientific achievements

      As the Babylonians technique was positional, their calculations had been quite equivalent to ours. When subtraction and addition they just add and subtract writing a paper numbers digit by digit. An added advantage was that the sexagesimal digits indicate nepozitsionnyh manner by ones and tens, and in such a method to subtract and add considerably less difficult than in our abstract notation requiring unique addition discover the table.

      The Babylonians have been the founders of astronomy. Their findings around the length on the big cycles and periods within the planetary method includes a relatively high degree of accuracy; By way of example, the lunar month in Babylonian mathematics is distinct from pleasant in contemporary astronomy just 0.4 seconds. It was created its own method of weights and measures, in which each successive worth proved to become more than the prior 60 instances. Hence it originated the modern division of time – seconds, minutes, hours. With regard to the measurement of angles from ancient Babylon for the present day came oboznachpenie one sixtieth of a degree (minute) plus the appropriate array of 360 degrees.

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