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Triángulos Rectángulos: Pitágoras y trigonometría

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Triángulos Rectángulos: Pitágoras y trigonometría

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Fórmulas clave para triángulos rectos

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inuca bastidas
inuca bastidas
Ecuador

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Triángulos Rectángulos: Pitágoras y trigonometría
 

Triángulos Rectángulos: Pitágoras y trigonometríaOnline version

Fórmulas clave para triángulos rectos

by inuca bastidas
1

El coseno de un ángulo agudo es igual al cateto adyacente dividido por la hipotenusa.

2

El teorema de Pitágoras se expresa como a² + b² = c², donde c es la hipotenusa.

3

El seno de un ángulo agudo es igual al cateto opuesto dividido por la hipotenusa.

4

El teorema de Pitágoras se aplica solo a triángulos equiláteros.

5

En un triángulo rectángulo, la suma de los cuadrados de los catetos es igual al cuadrado de la hipotenusa.

6

El coseno de un ángulo agudo es igual a la hipotenusa dividida por el cateto adyacente.

7

La hipotenusa es siempre uno de los catetos.

8

El seno de un ángulo agudo es igual a la hipotenusa dividida por el cateto opuesto.

9

La tangente de un ángulo agudo es igual al cateto opuesto dividido por el cateto adyacente.

10

En un triángulo rectángulo, la ecuación a² + b² = 2c² describe el teorema de Pitágoras.

 
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