Aylık en yüksek reel getiri Devlet İç Borçlanma Senetleri (DİBS)'te oldu
Aylık en yüksek reel getiri, yurt içi üretici fiyat endeksi (Yİ-ÜFE) ile indirgendiğinde %8,04, tüketici fiyat endeksi (TÜFE) ile indirgendiğinde ise %6,16 oranlarıyla DİBS'te gerçekleşti.
Yİ-ÜFE ile indirgendiğinde; yatırım araçlarından külçe altın %4,29, Euro %1,41, mevduat faizi (brüt) %1,16 ve Amerikan Doları %0,40 oranlarında yatırımcısına reel getiri sağlarken, BIST 100 endeksi %2,84 oranında yatırımcısına kaybettirdi. TÜFE ile indirgendiğinde; külçe altın %2,48 oranında yatırımcısına reel getiri sağlarken; Euro %0,35, mevduat faizi (brüt) %0,60, Amerikan Doları %1,35 ve BIST 100 endeksi %4,53 oranlarında yatırımcısına kaybettirdi.
Finansal yatırım araçlarının aylık reel getiri oranları, Aralık 2023
Külçe altın, üç aylık değerlendirmede; Yİ-ÜFE ile indirgendiğinde %9,39 oranında, TÜFE ile indirgendiğinde ise %5,46 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı oldu. Aynı dönemde BIST 100 endeksi, Yİ-ÜFE ile indirgendiğinde %10,25, TÜFE ile indirgendiğinde ise %13,48 oranında yatırımcısına en çok kaybettiren yatırım aracı oldu.
Finansal yatırım araçlarının üç aylık reel getiri oranları, Aralık 2023
Altı aylık değerlendirmeye göre BIST 100 endeksi; Yİ-ÜFE ile indirgendiğinde %13,09, TÜFE ile indirgendiğinde ise %3,26 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı olurken; aynı dönemde DİBS, Yİ-ÜFE ile indirgendiğinde %32,06, TÜFE ile indirgendiğinde ise %37,97 oranlarında yatırımcısına en çok kaybettiren yatırım aracı oldu.
Finansal yatırım araçlarının altı aylık reel getiri oranları, Aralık 2023
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Yıllık değerlendirmede en yüksek reel getiri külçe altında gerçekleşti
Finansal yatırım araçları yıllık olarak değerlendirildiğinde külçe altın; Yİ-ÜFE ile indirgendiğinde %24,79, TÜFE ile indirgendiğinde ise %9,22 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı oldu.
Yıllık değerlendirmede, Yİ-ÜFE ile indirgendiğinde; yatırım araçlarından, Euro %11,41, Amerikan Doları %8,06 ve BIST 100 endeksi %2,30 oranlarında yatırımcısına reel getiri sağlarken; mevduat faizi (brüt) %20,30 ve DİBS %46,71 oranlarında yatırımcısına kaybettirdi. TÜFE ile indirgendiğinde Euro %2,49, Amerikan Doları %5,41, BIST 100 endeksi %10,46, mevduat faizi (brüt) %30,24 ve DİBS %53,35 oranlarında yatırımcısına kaybettirdi.
Finansal yatırım araçlarının yıllık reel getiri oranları, Aralık 2023
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)
Bu konu ile ilgili bir sonraki haber bülteninin yayımlanma tarihi 8 Şubat 2024'tür.