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Öğretmen önce teorik bilgileri açıklayarak üç kenar arasındaki oranların üçgenlerin benzerliğini belirlediğini anlatır, ardından çeşitli örnek sorular çözer. İçerikte kenarortaylar, açıortaylar, yükseklikler, çevre hesaplamaları, paralel kenarlar ve dik üçgenlerde kenar oranları gibi konular işlenmektedir.","Öğretmen, 1:3, 2:3 gibi benzerlik oranları, Pisagor teoremi ve dik üçgenlerde kenar uzunluklarını bulma yöntemlerini adım adım göstererek öğrencilere ipuçları vermektedir. Video, benzerlik konusunun temel prensiplerini ve uygulamalarını gösteren pratik örneklerle ilerlemektedir."]},"endTime":1212,"title":"Kenar-Kenar-Kenar Benzerliği ve Üçgen Problemleri Matematik Dersi","beginTime":0}],"fullResult":[{"index":0,"title":"Kenar-Kenar-Kenar Benzerliği","list":{"type":"unordered","items":["Kenar-kenar-kenar benzerliği, üçgenlerin her üç kenarı arasında oran varsa benzerlik olduğunu gösterir.","Eğer bir üçgenin kenarları a, b, c ve diğer üçgenin kenarları a/k, b/k, c/k ise bu iki üçgen benzerdir.","Benzer üçgenlerde kenarlar arasındaki oran, açıortaylar, yükseklikler ve kenarortaylar arasındaki orana da uygulanır."]},"beginTime":0,"endTime":170,"href":"/video/preview/8984594409541626520?parent-reqid=1765334053634022-17867028502090275397-balancer-l7leveler-kubr-yp-vla-123-BAL&text=D%C3%BC%C5%9Fen+Kenar&t=0&ask_summarization=1"},{"index":1,"title":"Benzerlik Örnekleri","list":{"type":"unordered","items":["Benzer üçgenlerde kenarlar arasındaki oran, 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