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The value of pi has been known to varying degrees of accuracy throughout history from "summary" of A History of [pi] (pi) by Petr Beckmann

Throughout the history of mathematics, the value of pi has been a constant source of fascination and challenge for mathematicians. From ancient civilizations to modern times, the quest to accurately determine the value of pi has been a central theme in mathematical inquiry. The concept of pi, represented by the symbol π, is the ratio of a circle's circumference to its diameter. This seemingly simple ratio has sparked centuries of debate and calculation as mathematicians have attempted to pin down the exact value of this irrational number. In ancient times, civilizations such as the Babylonians and Egyptians made attempts to calculate pi with varying degrees of success. The ancient Egyptians, for example, came remarkably close to the true value of pi, estimating it to be around 3.1605. As mathematical knowledge advanced, so too did the accuracy of pi's value. Greek mathematicians such as Archimedes made significant contributions to the understanding of pi, approximating it to be between 3 1/7 and 3 10/71. During the Middle Ages, Islamic mathematicians further refined the calculation of pi, with scholars like Al-Khwarizmi and Al-Kashi making notable advancements in determining more accurate values for pi. The quest for greater precision in calculating the value of pi continued into the Renaissance and beyond, with mathematicians using increasingly sophisticated methods to approximate this elusive number. The development of calculus in the 17th century by luminaries such as Newton and Leibniz provided new tools for understanding the intricacies of pi. In modern times, the value of pi has been calculated to trillions of digits using computers and advanced mathematical algorithms. Despite this incredible level of precision, the exact value of pi remains an unsolved mystery, with mathematicians continuing to explore new avenues for understanding this fundamental constant.
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    A History of [pi] (pi)

    Petr Beckmann

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