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Mathematical Education, 2022, Issue 1(101), Pages 12–20
(Mi mo795)
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Students and teachers of secondary school
Trigonometry and problem solving in geometry
A. N. Afanasyev Institute for Mathematics and Informatics, North-Eastern Federal University
Abstract:
In the article, using the example of a number of Olympiad problems, it is shown that a solution using trigonometry quickly and easily leads to an answer, while the possibility of finding a purely geometric solution is not obvious.
Citation:
A. N. Afanasyev, “Trigonometry and problem solving in geometry”, Math. Ed., 2022, no. 1(101), 12–20
Linking options:
https://www.mathnet.ru/eng/mo795 https://www.mathnet.ru/eng/mo/y2022/i1/p12
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Statistics & downloads: |
Abstract page: | 178 | Full-text PDF : | 677 | References: | 33 |
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