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English: All of the six trigonometric functions of an arbitrary angle θ can be defined geometrically in terms of a unit circle centred at the origin of a Cartesian coordinate plane. The values of , , and are represented by the ordinates of points A, B, and D, respectively, while the values of , , and are represented by the abscissas of points A, C and E, respectively.
Bahasa Indonesia: Pada gambar, ada enam fungsi trigonometri bersudutkan sembarang θ yang diwakili sebagai koordinat Cartesius dari titik yang dikaitkan dengan lingkaran satuan. Masing-masing ordinat A, B dan D merupakan nilai dari sin θ, tan θ dan csc θ, sedangkan masing-masing absis dari A, C dan E merupakan nilai cos θ, cot θ dan sec θ.
العربية: في هذا الرسم، الدوال المثلثية الستة لزاوية اختيارية θ ممثلة إحداثياتٍ ديكارتية للنقاط المتعلقة بدائرة الوحدة. الإحداثيات الصادية لكل من A وB وD هي sin θ وtan θ وcsc θ على التوالي. في حين أن الإحداثيات السينية لكل من A وC E هي cos θ وcot θ وsec θ على التوالي.
Date 29 December 2017 (original upload date)
Source Own work based on: Unit Circle Definitions of Six Trigonometric Functions.png by Onmaditque
Author Vectorization: Alhadis
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current12:05, 16 February 2023Thumbnail for version as of 12:05, 16 February 2023665 × 640 (5 KB)Alhadis== {{int:filedesc}} == {{Information | Description = {{en|All of the six trigonometric functions of an arbitrary angle θ can be defined geometrically in terms of a unit circle centred at the origin of a Cartesian coordinate plane. The values of <math>\sin(\theta)</math>, <math>\tan(\theta)</math>, and <math>\csc(\theta)</math> are represented by the ordinates of points ''A'', ''B'', and ''D'', respectively, while the values of <math>\cos(\theta)</math>, <math>\cot(\theta)</math>, and <math>se...

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