INTRODUCCION
Un triángulo rectángulo es un tipo de triángulo que tiene un ángulo que mide exactamente 90 grados (un ángulo recto). [br][br]Características principales[br][list][*]Ángulo Recto: Su característica definitoria es la presencia de un ángulo de 90°.[/*][*]Catetos: Los dos lados que forman el ángulo recto se llaman catetos.[/*][*]Hipotenusa: El lado opuesto al ángulo recto es la hipotenusa. Es siempre el lado de mayor longitud del triángulo.[/*][*]Ángulos Agudos: Además del ángulo recto, los otros dos ángulos son agudos (miden menos de 90°). La suma de estos dos ángulos agudos es siempre 90°.[/*][*][img]data:image/jpeg;base64,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[/img][br][/*][/list][br]