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Eğitmen önce fonksiyonun iki boyutlu bir kavram olduğunu, tanım kümesi ve değer kümesi olduğunu anlatır, ardından fonksiyon olma şartlarını açıklar. Balık örneği üzerinden kavramları somutlaştırır ve fonksiyonların matematiksel tanımını, görüntü kümesi kavramını ve fonksiyon olma şartlarını örneklerle pekiştirir.","Videoda ayrıca bir tanım kümesindeki elemanın görüntüsünün birden fazla yerde görünmesinin fonksiyon olmadığını, tek bir yerde görünmesi gerektiğini vurgulamakta ve fonksiyonlarla ilgili problemleri çözmek için pratik bir yöntem sunmaktadır."]},"endTime":875,"title":"Fonksiyonlar Konusu Eğitim Videosu","beginTime":0}],"fullResult":[{"index":0,"title":"Fonksiyonlar Konusuna Giriş","list":{"type":"unordered","items":["Matematik dersi, fonksiyonlar konusunu baştan sona anlatacak ve izleyicilerin anında anlayabileceği bir şekilde sunulacak.","Fonksiyonlar iki boyutlu bir kavramdır ve iki küme ile tanımlanır: birinci küme tanım kümesi, ikinci küme değer kümesidir.","Fonksiyonlar her zaman birinci kümeden ikinci kümeye 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