Finansal Yatırım Araçlarının Reel Getiri Oranları, Eylül 2023
Aylık en yüksek reel getiri BIST 100 endeksinde oldu
Aylık en yüksek reel getiri, yurt içi üretici fiyat endeksi (Yİ-ÜFE) ile indirgendiğinde %3,14, tüketici fiyat endeksi (TÜFE) ile indirgendiğinde ise %1,81 oranlarıyla BIST 100 endeksinde gerçekleşti.
Yİ-ÜFE ile indirgendiğinde; yatırım araçlarından mevduat faizi (brüt) %1,69, Amerikan Doları %3,16, külçe altın %3,59, Euro %5,18 ve Devlet İç Borçlanma Senetleri (DİBS) %11,45 oranlarında yatırımcısına kaybettirdi. TÜFE ile indirgendiğinde; mevduat faizi (brüt) %2,96, Amerikan Doları %4,41, külçe altın %4,83, Euro %6,41 ve DİBS %12,59 oranlarında yatırımcısına kaybettirdi.
Finansal yatırım araçlarının aylık reel getiri oranları, Eylül 2023
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)
BIST 100 endeksi, üç aylık değerlendirmede; Yİ-ÜFE ile indirgendiğinde %26,01, TÜFE ile indirgendiğinde ise %19,35 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı oldu. Aynı dönemde DİBS, Yİ-ÜFE ile indirgendiğinde %28,27, TÜFE ile indirgendiğinde ise %32,06 oranlarında yatırımcısına en çok kaybettiren yatırım aracı oldu.
Finansal yatırım araçlarının üç aylık reel getiri oranları, Eylül 2023
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Altı aylık değerlendirmeye göre BIST 100 endeksi; Yİ-ÜFE ile indirgendiğinde %23,06, TÜFE ile indirgendiğinde ise %18,33 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı olurken, aynı dönemde DİBS, Yİ-ÜFE ile indirgendiğinde %39,75, TÜFE ile indirgendiğinde ise %42,06 oranlarında yatırımcısına en çok kaybettiren yatırım aracı oldu.
Finansal yatırım araçlarının altı aylık reel getiri oranları, Eylül 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 %65,47, TÜFE ile indirgendiğinde ise %51,04 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı oldu.
Yıllık değerlendirmede, Yİ-ÜFE ile indirgendiğinde; yatırım araçlarından külçe altın %13,96 ve Euro %7,83 oranlarında yatırımcısına reel getiri sağlarken; Amerikan Doları %0,01, mevduat faizi (brüt) %21,57 ve DİBS %43,30 oranlarında yatırımcısına kaybettirdi. TÜFE ile indirgendiğinde külçe altın %4,02 oranında yatırımcısına reel getiri sağlarken; Euro %1,57, Amerikan Doları %8,73, mevduat faizi (brüt) %28,42 ve DİBS %48,24 oranlarında yatırımcısına kaybettirdi.
Finansal yatırım araçlarının yıllık reel getiri oranları, Eylül 2023
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)
Kaynak: TÜİK