Mali Aracı Kuruluş İstatistikleri – 2021
Mali aracı kuruluşlar sektöründe 2021 yılında 19 001 girişim faaliyette bulundu
Finansal hizmet faaliyetlerinde 255 girişim, sigorta, reasürans ve emeklilik fonlarında 68 girişim, finansal hizmetler ile sigorta faaliyetleri için yardımcı faaliyetlerde ise 18 bin 678 girişim faaliyet gösterdi.
Faktör maliyetiyle katma değer 436 milyar 93 milyon TL, üretim değeri ise 592 milyar 14 milyon TL olarak gerçekleşti
Mali aracı kuruluşlarda toplam katma değerin %87,3’ü finansal hizmet faaliyetlerinde, %8,0’ı sigorta, reasürans ve emeklilik fonları faaliyetlerinde, %4,7’si ise finansal hizmetler ile sigorta faaliyetleri için yardımcı faaliyetlerde oluştu. Üretim değerinin ise %80,7’si finansal hizmet faaliyetlerinde, %14,6’sı sigorta, reasürans ve emeklilik fonları faaliyetlerinde, %4,7’si ise finansal hizmetler ile sigorta faaliyetleri için yardımcı faaliyetlerde oluştu.
Mali aracı kuruluşlarda faktör maliyetiyle katma değer ve üretim değeri, 2021
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Bir önceki yıla göre faktör maliyetiyle katma değer %39,5 artarken, üretim değeri %13,2 arttı
Faktör maliyetiyle katma değer bir önceki yıla göre finansal hizmet faaliyetlerinde %39,5, sigorta, reasürans ve emeklilik fonları faaliyetlerinde %30,7, finansal hizmetler ile sigorta faaliyetleri için yardımcı faaliyetlerde ise %58,0 arttı. Üretim değeri ise bir önceki yıla göre finansal hizmet faaliyetlerinde %9,7, sigorta, reasürans ve emeklilik fonları faaliyetlerinde %41,2, finansal hizmetler ile sigorta faaliyetleri için yardımcı faaliyetlerde ise %5,8 arttı.
Faktör maliyetiyle katma değer ve üretim değeri, 2012-2021
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)
Mali aracı kuruluşlarda en yüksek istihdam finansal hizmet faaliyetlerinde gerçekleşti
Mali aracı kuruluşlarda 2020 yılında 312 bin 221 olan yıllık ortalama çalışan sayısı 2021 yılında 316 bin 279 olarak gerçekleşti. Toplam istihdamın %70,2’sini finansal hizmet faaliyetlerinde, %6,6’sı sigorta, reasürans ve emeklilik fonlarında, %23,2’sini ise finansal hizmetler ile sigorta faaliyetleri için yardımcı faaliyetlerde çalışanlar oluşturdu.
Mali aracı kuruluşlarda bölümlere göre istihdam, 2021
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Personel maliyeti 62 milyar 8 milyon TL olarak gerçekleşti
Mali aracı kuruluşların personel maliyetinin %81,2’si finansal hizmet faaliyetlerinde, %8,1’i sigorta, reasürans ve emeklilik fonlarında, %10,7’si ise finansal hizmetler ile sigorta faaliyetleri için yardımcı faaliyetlerde gerçekleşti. Mali aracı kuruluşların personel maliyetinin %85,3’ü maaş ve ücretlerden, %14,7’i ise sosyal güvenlik masraflarından oluştu.
Mali aracı kuruluşlarda ücretli kadın çalışan oranı %47,6 oldu
Mali aracı kuruluşlarda 2021 yılında ücretli olarak istihdam edilen kadın personel sayısı 143 bin 847 iken erkek personel sayısı 158 bin 516 olarak gerçekleşti. Ücretli kadın çalışan oranı %47,6, ücretli erkek çalışan oranı ise %52,4 oldu.
Ücretli çalışan kadın-erkek sayıları, 2012-2021
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Mali aracı kuruluşlarda sabit sermaye yatırımları toplam satın alış değeri 17 milyar 908 milyon TL oldu
Mali aracı kuruluşlarda 2021 yılında sabit sermaye yatırımları toplam satın alış değerinde en yüksek pay %75,4 ile finansal hizmet faaliyetlerinde gerçekleşti. Sigorta, reasürans ve emeklilik fonlarında bu pay %16,2 iken finansal hizmetler ile sigorta faaliyetleri için yardımcı faaliyetlerde %8,4 oldu.
Sabit sermaye yatırımları toplam satın alış değeri, 2012-2021
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AÇIKLAMALAR
Mali Aracı Kuruluş İstatistikleri, Yapısal İş İstatistikleri kapsamında yer almaktadır. Ekonomik Faaliyetlerin İstatistiki Sınıflamasında (NACE Rev.2) Kısım K’da yer alan girişimler kapsanmaktadır. Girişimlerin iş istatistikleri kapsamındaki ekonomik göstergeleri üretilmektedir. Faiz, mevduat, kredi vb. verileri üretmek Mali Aracı Kuruluş İstatistikleri kapsamında değildir.
Kaynak: TÜİK