Criterios de semejanza entre triángulos

Para saber si dos triángulos son semejantes no es necesario comprobar que todos los ángulos homólogos son iguales y que todos los lados homólogos son proporcionales, basta comprobar alguno de estos tres criterios.
CRITERIO 1
CRITERIO 2
CRITERIO 3
PREGUNTA 1.-
Si trabajamos con dos triángulos rectángulos, ¿es suficiente comprobar que tiene un ángulo agudo igual para saber que son semejantes?
PREGUNTA 2.-
El lado de menor longitud de un triángulo ABC mide 4 𝑐𝑚.Si el triángulo ABC es semejante a un triángulo cuyos lados miden 8 𝑐𝑚,12 𝑐𝑚 y 16 𝑐𝑚. ¿Cuál es el perímetro, en centímetros del triángulo ABC?[br][br][img]data:image/png;base64,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[/img][br]
PREGUNTA 3.-
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[/img]
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Informació: Criterios de semejanza entre triángulos