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Trigonometric delights

Eli Maor

1998236 pagesabout 4–5 hours
1998
first published
  • 1998Princeton University Press · 236 pages · ENGISBN 9780691057545
  • 2011Princeton University Press · 256 pages · ENGISBN 9781400842827
  • 2013Princeton University Press · 256 pages · ENGISBN 9780691158204
  • 2013Princeton University Press · 256 pages · ENGISBN 9781400846757
  • 2013Princeton University Press · 257 pages · ENGISBN 9781299133303
  • 2014Princeton University Press · 256 pages · ENGISBN 9781283379892
  • 2020Princeton University Press · 256 pages · ENGISBN 9780691202198
  • 2002Princeton University Press · 250 pages · ENGISBN 9780691095417

Trigonometry has always been the black sheep of mathematics. Too advanced to be part of "elementary math," yet too elementary for the higher branches of the profession, it has been looked upon as a glorified form of geometry, complicated by tedious computation. Nothing could be further from the truth. Uniquely positioned as a meeting point between pure and applied mathematics, its rich history shows how different branches of science - among them geography, astronomy, physics, and even music - have influenced one another. In this book, Eli Maor rejects the usual arid descriptions of the sine and cosine functions and their trigonometric relatives. He brings the subject to life in a compelling blend of mathematics, history, and biography. From the "proto-trigonometry" of the Egyptian pyramid builders to Renaissance Europe's quest for more accurate artillery; from the earliest known trigonometric table, carved on a clay tablet by an unknown Babylonian scholar, to Fourier's famous theorem, which finally explained the source of musical harmony, here is a rich tapestry of almost four thousand years of trigonometric history.

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