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FIGURAS GEOMÉTRICAS SEMEJANTES

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FIGURAS GEOMÉTRICAS SEMEJANTES

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FIGURAS GEOMÉTRICAS SEMEJANTES APLICANDO EL TEOREMA DE THALES

Created by

KAREM RICAURTE
KAREM RICAURTE
Ecuador

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FIGURAS GEOMÉTRICAS SEMEJANTES
 

FIGURAS GEOMÉTRICAS SEMEJANTESOnline version

FIGURAS GEOMÉTRICAS SEMEJANTES APLICANDO EL TEOREMA DE THALES

by KAREM RICAURTE
1

Para poder aplicar el teorema de Thales necesitamos:

2

Una de las aplicaciones del teorema de Thales es

3

Podemos aplicar el teorema de Thales en triángulos cuando

4

Sabiendo que las rectas r, s y t son paralelas, la longitud de x es

5

Sabiendo que las rectas r, s y t son paralelas, las longitudes que faltan son:

Explicación

Recuerda: Dos figuras son semejantes cuando tienen la misma forma, aunque pueden tener distinto tamaño. Visita el siguiente enlace: https://www.youtube.com/watch?v=JGyYSzhCxFA

Recuerda: Dos triángulos son semejantes si sus ángulos correspondientes son iguales y sus lados correspondientes son proporcionales.

Recuerda: Si en un triángulo ABC se traza una línea paralela a cualquiera de sus lados, se obtiene un triángulo que es semejante al triángulo inicial.

https://www.youtube.com/watch?v=-MplVMcxOEY

https://www.youtube.com/watch?v=T5Bn8024LuQ

 
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