Finansal Yatırım Araçlarının Reel Getiri Oranları, Nisan 2023
Aylık en yüksek reel getiri külçe altında oldu
Aylık en yüksek reel getiri, yurt içi üretici fiyat endeksi (Yİ-ÜFE) ile indirgendiğinde %8,83, tüketici fiyat endeksi (TÜFE) ile indirgendiğinde ise %7,15 oranlarıyla külçe altında gerçekleşti.
Yİ-ÜFE ile indirgendiğinde; yatırım araçlarından Euro %3,34, Amerikan Doları %0,92, mevduat faizi (brüt) %0,65 oranlarında yatırımcısına reel getiri sağlarken; BIST 100 endeksi %4,15 ve Devlet İç Borçlanma Senetleri (DİBS) %8,99 oranlarında yatırımcısına kaybettirdi. TÜFE ile indirgendiğinde Euro %1,75 oranında yatırımcısına reel getiri sağlarken; Amerikan Doları %0,63, mevduat faizi (brüt) %0,90, BIST 100 endeksi %5,63 ve DİBS %10,39 oranlarında yatırımcısına kaybettirdi.
Finansal yatırım araçlarının aylık reel getiri oranları, Nisan 2023
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)
Külçe altın, üç aylık değerlendirmede; Yİ-ÜFE ile indirgendiğinde %8,89, TÜFE ile indirgendiğinde ise %3,67 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı olmuştur. Aynı dönemde DİBS, Yİ-ÜFE ile indirgendiğinde %13,34, TÜFE ile indirgendiğinde ise %17,50 oranlarında yatırımcısına en çok kaybettiren yatırım aracı oldu.
Finansal yatırım araçlarının üç aylık reel getiri oranları, Nisan 2023
![](data:image/png;base64,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)
Altı aylık değerlendirmeye göre BIST 100 endeksi; Yİ-ÜFE ile indirgendiğinde %23,60, TÜFE ile indirgendiğinde ise %10,95 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı olurken, aynı dönemde DİBS, Yİ-ÜFE ile indirgendiğinde %8,63, TÜFE ile indirgendiğinde ise %17,99 oranlarında yatırımcısına en çok kaybettiren yatırım aracı oldu.
Finansal yatırım araçlarının altı aylık reel getiri oranları, Nisan 2023
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)
Yıllık değerlendirmede en yüksek reel getiri BIST 100 endeksinde gerçekleşti
Finansal yatırım araçları yıllık olarak değerlendirildiğinde BIST 100 endeksi; Yİ-ÜFE ile indirgendiğinde %34,32, TÜFE ile indirgendiğinde ise %42,20 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı oldu.
Yıllık değerlendirmede, Yİ-ÜFE ile indirgendiğinde; yatırım araçlarından külçe altın %7,26, DİBS %11,95, Euro %12,45, Amerikan Doları %13,57 ve mevduat faizi (brüt) %23,66 oranlarında yatırımcısına kaybettirdi. TÜFE ile indirgendiğinde külçe altın %1,82, DİBS %6,78, Euro %7,31, Amerikan Doları %8,50 ve mevduat faizi (brüt) %19,18 oranlarında yatırımcısına kaybettirdi.
Finansal yatırım araçlarının yıllık reel getiri oranları, Nisan 2023
![](data:image/png;base64,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)
Kaynak: TÜİK