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Trigonometria-y-GeometriaEA - home

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Skip to main content. Get your brand new Wikispaces Classroom now. And do back to school in style. Welcome to Your New Wiki! Click on the edit button above to put your own content on this page. To invite new members, click on Settings. To change your wikis colors or theme, click on Settings. And Look and Feel. To set who can view and edit your wiki, click on Settings. Click on the help link above to learn more about how to use your wiki. Help on how to format text. Turn off Getting Started.

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Trigonometria-y-GeometriaEB - INTRODUCCION

Get your brand new Wikispaces Classroom now. Por que estudiar Trigonometría y Geometría Analítica? Para calcular la distancia a las estrellas, determinar la región cubierta por un eclipse total de Sol, o aproximar la profundidad de un cráter en la Luna, se deben entender los ángulos y las funciones trigonometricas. La presente wiki hace una recopolicación de información importante sobre estos temas. Ed Pearson ; 2006.

Dispense di trigonometria e goniometria

Queste pagine sono interamente dedicate alla trigonometria. Per la maggior parte in formato pdf, vengono esposti diversi argomenti di trigonometria, insieme a problemi ed esercizi svolti. Viene dato spazio anche alla geometria. Propedeutica per lo studio della goniometria e della trigonometria, e complementari, come le applicazioni della trigonometria ad altre discipline, in particolare alla topografia. Il materiale presentato in questo sito è completamente gratis. In questa sezione viene trattata la ris.

.Trigonometria.

Seno, Cosseno e Tangente. Cotangente, Secante e Cossecante. Fórmulas de arco duplo, arco triplo e arco metade. A invenção dos logaritmos pelo escocês John Napier e do cálculo diferencial e integral por Isaac.

TRIGONOMETRIA DECIMO

Jueves, 28 de agosto de 2008. Medida de ángulos en diferentes sistemas. Concepto de las funciones Seno, Coseno y Tangente. Aplicación de las funciones trigonometricas en la resolución de problemas. Graficas de las funciones Seno, Coseno y Tangente. Aplicación de los teoremas Seno y Coseno en la resolución.

Las Líneas Ley

Miércoles, 19 de agosto de 2009. ALFRED WATKINS Y LAS LÍNEAS DE LEY. Quien en sus recorridos por la Gran Bretaña, creyó observar que las estructuras arqueológicas. Como monolitos, iglesias, entre otras formaban lineas rectas en el terreno, dando así el comienzo de una nueva corriente ideológica, conocidas como lineas ley.