Aylık en yüksek reel getiri külçe altında oldu
Aylık en yüksek reel getiri, yurt içi üretici fiyat endeksi (Yİ-ÜFE) ile indirgendiğinde %2,44, tüketici fiyat endeksi (TÜFE) ile indirgendiğinde ise %0,04 oranlarıyla külçe altında gerçekleşti.
Yİ-ÜFE ile indirgendiğinde; yatırım araçlarından Euro %1,65, Devlet İç Borçlanma Senetleri (DİBS) %1,93, mevduat faizi (brüt) %2,77, Amerikan Doları %3,36 ve BIST 100 endeksi %3,56 oranlarında yatırımcısına kaybettirdi. TÜFE ile indirgendiğinde ise Euro %3,96, Devlet İç Borçlanma Senetleri (DİBS) %4,23, mevduat faizi (brüt) %5,04, Amerikan Doları %5,63 ve BIST 100 endeksi %5,82 oranlarında yatırımcısına kaybettirdi.
Finansal yatırım araçlarının aylık reel getiri oranları, Ocak 2023
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BIST 100 endeksi, üç aylık değerlendirmede; Yİ-ÜFE ile indirgendiğinde %34,28, TÜFE ile indirgendiğinde ise %26,61 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı olurken, Amerikan Doları Yİ-ÜFE ile indirgendiğinde %3,47, TÜFE ile indirgendiğinde ise %8,98 oranlarında yatırımcısına en çok kaybettiren yatırım aracı oldu.
Finansal yatırım araçlarının üç aylık reel getiri oranları, Ocak 2023
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Altı aylık değerlendirmeye göre BIST 100 endeksi; Yİ-ÜFE ile indirgendiğinde %75,14, TÜFE ile indirgendiğinde ise %76,43 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı olurken, aynı dönemde Amerikan doları Yİ-ÜFE ile indirgendiğinde %11,31, TÜFE ile indirgendiğinde ise %10,66 oranlarında yatırımcısına en çok kaybettiren yatırım aracı oldu.
Finansal yatırım araçlarının altı aylık reel getiri oranları, Ocak 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 %40,24, TÜFE ile indirgendiğinde %65,84 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı oldu.
Yıllık değerlendirmede, Yİ-ÜFE ile indirgendiğinde; yatırım araçlarından DİBS %14,78, külçe altın %21,60, Amerikan Doları %25,59, Euro %29,19 ve mevduat faizi (brüt) %37,04 oranlarında yatırımcısına kaybettirdi. TÜFE ile indirgendiğinde ise DİBS %0,78 oranında yatırımcısına reel getiri sağlarken, külçe altın %7,29, Amerikan Doları %12,01, Euro %16,26 ve mevduat faizi (brüt) %25,55 oranlarında yatırımcısına kaybettirdi.
Finansal yatırım araçlarının yıllık reel getiri oranları, Ocak 2023
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)
Kaynak: TÜİK