Tigagonlogi: Difference between revisions

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Latest revision as of 23:00, 28 November 2023

Tigagonlogi sen matematili estudi fe gono yon tigagon. To sen tipo fe geometri.

Egalgi abil na gwanxi gono (fe misal α) ton comen (hu bax belabel a, b, ji c) in tigagon:

$\sin \alpha ={\frac {jaracomen}{hipotenusa}}={\frac {a}{c}}$

$\cos \alpha ={\frac {poscomen}{hipotenusa}}={\frac {b}{c}}$

$\tan \alpha ={\frac {jaracomen}{poscomen}}={\frac {a}{b}}$

Maxusgi seplugido comen ortogonoli de tigagon egalgi seplugido hipotenusa. Hin sen egalgi de Pitagoras.

@@ Line 1: / Line 1: @@
-'''Tiganometri''' sen [[Matemati|matematili]] estudi fe gono yon tigagon. To sen tipo fe [[geometri]].
+'''Tigagonlogi''' sen [[Matemati|matematili]] estudi fe gono yon tigagon. To sen tipo fe [[geometri]].
-== Tiganometrili egalgi ==
+== Tigagonlogili egalgi ==
-Egalgi abil gwanxi gono (fe misal α) ton comen (hu bax belabel a, b, ji c) in tigagon:
+Egalgi abil na gwanxi gono (fe misal α) ton comen (hu bax belabel a, b, ji c) in tigagon:
 [[File:Sincostan pythagoras triangle.png|thumb|alt=tigagon de pitagoras|left]]
-:<math>\sin\alpha = \frac{jaracomen}{hipotenusa} = \frac{a}{c} \\
+<math>\sin\alpha = \frac{jaracomen}{hipotenusa} = \frac{a}{c}</math>
-\cos\alpha = \frac{poscomen}{hipotenusa} = \frac{b}{c} \\
-\tan\alpha = \frac{jaracomen}{poscomen} = \frac{a}{b}
+<math>\cos\alpha = \frac{poscomen}{hipotenusa} = \frac{b}{c}</math>
-</math>
+<math>\tan\alpha = \frac{jaracomen}{poscomen} = \frac{a}{b}</math>
 Maxusgi seplugido comen ortogonoli de tigagon egalgi seplugido hipotenusa. Hin sen egalgi de Pitagoras.