Finansal Yatırım Araçlarının Reel Getiri Oranları, Aralık 2022
Aylık en yüksek reel getiri BIST 100 endeksinde oldu
Aylık en yüksek reel getiri, yurt içi üretici fiyat endeksi (Yİ-ÜFE) ile indirgendiğinde %15,09, tüketici fiyat endeksi (TÜFE) ile indirgendiğinde ise %13,47 oranlarıyla BIST 100 endeksinde gerçekleşti.
Yİ-ÜFE ile indirgendiğinde; yatırım araçlarından Devlet İç Borçlanma Senetleri (DİBS) %6,47, külçe altın %4,86, Euro %4,35, mevduat faizi (brüt) %1,57 ve Amerikan Doları %0,50 oranlarında yatırımcısına reel getiri sağlamıştır. TÜFE ile indirgendiğinde DİBS %4,97, külçe altın %3,39, Euro %2,89 ve mevduat faizi (brüt) %0,15 oranlarında yatırımcısına reel getiri sağlarken; Amerikan Doları %0,91 oranlarında yatırımcısına kaybettirdi.
Finansal yatırım araçlarının aylık reel getiri oranları, Aralık 2022
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)
BIST 100 endeksi, üç aylık değerlendirmede; Yİ-ÜFE ile indirgendiğinde %45,17, TÜFE ile indirgendiğinde ise %45,95 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı olurken, Amerikan Doları Yİ-ÜFE ile indirgendiğinde %5,99, TÜFE ile indirgendiğinde ise %5,48 oranlarında yatırımcısına en çok kaybettiren yatırım aracı oldu.
Finansal yatırım araçlarının üç aylık reel getiri oranları, Aralık 2022
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Altı aylık değerlendirmeye göre BIST 100 endeksi; Yİ-ÜFE ile indirgendiğinde %68,19, TÜFE ile indirgendiğinde ise %78,23 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı olurken, aynı dönemde külçe altın Yİ-ÜFE ile indirgendiğinde %11,57, TÜFE ile indirgendiğinde ise %6,29 oranlarında yatırımcısına en çok kaybettiren yatırım aracı oldu.
Finansal yatırım araçlarının altı aylık reel getiri oranları, Aralık 2022![](data:image/png;base64,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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 %34,44, TÜFE ile indirgendiğinde %61,81 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı oldu.
Yıllık değerlendirmede, Yİ-ÜFE ile indirgendiğinde; yatırım araçlarından DİBS %20,81, külçe altın %30,20, Amerikan Doları %30,40, Euro %34,80 ve mevduat faizi (brüt) %41,25 oranlarında yatırımcısına kaybettirdi. TÜFE ile indirgendiğinde ise DİBS %4,69, külçe altın %15,99, Amerikan Doları %16,23, Euro %21,52 ve mevduat faizi (brüt) %29,28 oranlarında yatırımcısına kaybettirdi.
Finansal yatırım araçlarının yıllık reel getiri oranları, Aralık 2022
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)
Kaynak: TÜİK