Bowers Chadwick
02/10/2024 · Junior High School
Demuestra mediante el criterio AA que si dos ángulos en un triángulo son iguales a dos ángulos en otro triángulo, entonces los triángulos son semejantes.
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Para demostrar que dos triángulos son semejantes si dos de sus ángulos son iguales, utilizamos el criterio AA. Si \( \angle A = \angle D \) y \( \angle B = \angle E \) en los triángulos \( \triangle ABC \) y \( \triangle DEF \), entonces \( \angle C = \angle F \) y los triángulos son semejantes.
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