Summary Of: History of trigonometry

Encyclodia Page On: History of trigonometry

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Trigonometry | Usage | Functions | Inverse functions | Further reading | List of identities | Exact constants | Generating trigonometric tables | CORDIC | Euclidean | Law of sines | Law of cosines | Law of tangents | Pythagorean theorem | Calculus | Trigonometric integral | Trigonometric substitution | Integrals of functions | Derivatives of functions | Integrals of inverses | trigonometry | trigonometric functions | Latin | Arabic | Sanskrit | Aryabhata | chord | Arabs | Robert of Chester | Gherardo of Cremona | Toledo | Arabic script | writing system | Hipparchus | chords | Egyptians | Babylonians | Babylonian astronomers | stars | planets | eclipses | angular | celestial sphere | Plimpton 322 | cuneiform | Pythagorean triples | trigonometric table | pyramids | Rhind Mathematical Papyrus | Ahmes | seked | | | Greek and Hellenistic mathematicians | chord | Hellenistic | Euclid | Archimedes | laws of cosine | law of sines | Aristarchus' | Hipparchus | Nicaea | | | Ptolemy | Aristarchus of Samos | On the Sizes and Distances of the Sun and Moon | Hypsicles | Menelaus of Alexandria | Claudius Ptolemy | Almagest | | | Aryabhata | India | Indian mathematician | astronomer | Aryabhata | versine | Varahamihira | Bhaskara I | Brahmagupta | Brahmagupta interpolation formula | Bhaskara II | Madhava | analysis | infinite series | power series | Taylor series | trigonometric series | π | θ | radius | diameter | circumference | Kerala School | | | Al-Khwārizmī | Soviet | stamp | medieval Islamic world | Muslim mathematicians | Arab | Persian | quadrilateral | Menelaus' theorem | spherical | triangle | angles | Muhammad ibn Mūsā al-Khwārizmī | tangents | spherical trigonometry | Abū al-Wafā' al-Būzjānī | Muslim mathematicians | secant | tangent | sine formula | Muhammad ibn Jābir al-Harrānī al-Battānī | Ibn Yunus | trigonometric identity | Al-Jayyani | al-Andalus | spherical trigonometry | Menelaus of Alexandria | Menelaus' theorem | right-handed triangles | law of sines | spherical triangle | triangle | ratios | Regiomontanus | triangulation | surveying | Islamic geography | Abū Rayhān al-Bīrūnī | Omar Khayyám | cubic equations | Nasīr al-Dīn al-Tūsī | law of sines | Jamshīd al-Kāshī | sexagesimal | Ulugh Beg | Taqi al-Din | mathematician | Sin | Ibn Yunus | Qāḍī Zāda al-Rūmī | | | Guo Shoujing | China | Chinese mathematical | Kaiyuan Zhanjing | Tang Dynasty | binomial theorem | Song Dynasty | polymath | Shen Kuo | spherical trigonometry | Guo Shoujing | spherical trigonometry | calendar system | Chinese astronomy | summer solstice | Euclid's Elements | Xu Guangqi | Matteo Ricci | | | Isaac Newton | Godfrey Kneller | Regiomontanus | Georg Joachim Rheticus | Copernicus | Isaac Newton | James Stirling | Leonhard Euler | Euler's formula | Brook Taylor | James Gregory | Colin Maclaurin | Greek mathematics | History of mathematics | Trigonometric functions | Trigonometry | Boyer | Boyer | Princeton University Press | ISBN 0691095418 | Princeton University Press | ISBN 0691095418 | Boyer | Boyer | Boyer | Boyer | Boyer | cf. | Seyyed Hossein Nasr | Routledge | ISBN 0415131596 | MacTutor History of Mathematics archive | MacTutor History of Mathematics archive | cf. | Seyyed Hossein Nasr | Routledge | ISBN 0415131596 | Donald Routledge Hill | MacTutor History of Mathematics archive | Encyclopædia Britannica | 2008 | 07-21 | 2008 | 07-04 | Boyer, Carl B. | ISBN 0471543977 | Penguin Books | ISBN 0-691-00659-8 | ISBN 0691114854 | MacTutor History of Mathematics Archive | MacTutor History of Mathematics Archive | MacTutor History of Mathematics Archive | ISBN 1402000391 | Categories | History of mathematics | Trigonometry | Elementary special functions |