El ortocentro en un triángulo acutángulo

[color=#073763][b][size=200]Ortocentro[br][/size][/b][/color]El ortocentro es el punto de intersección de las alturas, en esta sección, veremos qué características tiene el ortocentro cuando trazamos las alturas de un [b]triángulo acutángulo[/b]
Reproduce la siguiente animación desde el principio para conocer el ortocentro en un triángulo acutángulo
En un triángulo acutángulo el ortocentro se encuentra:
En la figura, H es el ortocentro del triángulo ABC, hallar el valor de [math]\beta[/math][br][br][img]data:image/png;base64,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[/img]
En la figura, H es el ortocentro. Hallar "x"[br][img]data:image/png;base64,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[/img]
Close

Information: El ortocentro en un triángulo acutángulo