Mali Tablolar Analizi Eğitimi (Online)
Mali Tablolar Analizi Eğitimi; katılımcıların başta bilanço ve gelir tablosu olmak üzere mali tabloların içeriğini anlamaları, işletmelerin performansını mali tablolar aracılığı ile değerlendirilirken kullanılan analiz tekniklerini kullanabilmelerini sağlamayı amaçlamaktadır.
![](/YuklenenDosyalar/IcerikDosyalari/images/k%C4%B1rm%C4%B1z%C4%B1%20%C3%A7izgi.png)
Bu eğitim BAŞARI SERTİFİKALI bir eğitimdir
Eğitim sonunda yapılacak online sınavda başarılı olanlar aşağıda örneği bulunan ve online doğrulanabilen sertifikaya sahip olacaktır.
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)
![](/YuklenenDosyalar/IcerikDosyalari/images/k%C4%B1rm%C4%B1z%C4%B1%20%C3%A7izgi.png)
Eğitim Paketinin İçeriği:
Eğitim Toplam 5 bölümden oluşmaktadır.
1. Bölümde genel olarak mali tablolar analizi hakkında ve Bilanço, Gelir Tablosu ve Nakit Akım Tablosu içeriği konusunda bilgiler yer almaktadır.
2. Bölümde Mali tablolar analizinde kullanılan tekinlerden yatay analiz, dikey analiz ve trend analizi işlenmektedir.
3. Bölümde oran analizi tekniği oran grupları bazında incelenmiş ve işlenmiştir.
4. Bölüm önceki bölümlerde yer alan açıklamalar çerçevesinde analiz tekniklerinin kullanımı konusunda uygulamaları ve örnekleri içermektedir.
5. Bölümde katılımcının önceki bölümlerde edindiği bilgileri kullanarak kolayca başarabileceği sertifika sınavı yer almaktadır.