Eğitim harcamaları %27,1 artarak 344 milyar 341 milyon TL oldu
Türkiye’de eğitim harcamaları 2021 yılında 2020 yılına göre %27,1 artarak 344 milyar 341 milyon TL oldu. 2021 yılında bir önceki yıla göre eğitim harcamalarının en çok yükseldiği eğitim düzeyleri; %37,7 ile yükseköğretim ve %28,3 ile ortaokul oldu.
Toplam eğitim harcamaları, 2011-2021
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Eğitim harcamalarının gayrisafi yurt içi hasıla içindeki payı %4,8 oldu
Eğitim harcamalarının gayrisafi yurt içi hasıla içindeki payı 2020 yılında %5,4 iken, 2021 yılında %4,8 oldu. Devlet eğitim harcamalarının gayrisafi yurt içi hasıla içindeki payı ise 2020 yılında %4,0 iken, 2021 yılında %3,4 oldu.
Eğitim harcamaları temel göstergeleri, 2011-2021
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Devlet eğitim kurumları en büyük eğitim harcamasını yükseköğretime yaptı
Eğitim harcamaları hizmet sunucularına göre değerlendirildiğinde; devlet eğitim kurumlarınca yapılan harcamaların %35,6’sını yükseköğretim, %22,3’ünü ortaöğretim oluşturdu. Özel eğitim kurumlarınca yapılan harcamaların, %39,5’i yükseköğretime, %34,4’ü ortaöğretime yapıldı.
Eğitim harcamalarının %72,5’i devlet tarafından finanse edildi
Türkiye’de 2021 yılında yapılan eğitim harcamalarının %72,5’i devlet tarafından finanse edildi. Eğitim harcamaları içerisinde hanehalklarının yaptığı harcamaların payı ise %22,0 oldu.
Finans kaynaklarına göre eğitim harcamalarının dağılımı (%), 2020, 2021
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Öğrenci başına eğitim harcaması 15 bin 500 TL oldu
Öğrenci başına yapılan eğitim harcaması 2020 yılında 12 bin 311 TL iken, 2021 yılında 15 bin 500 TL olarak gerçekleşti.
Öğrenci başına en çok harcama yükseköğretime yapıldı
Eğitim düzeylerine göre değerlendirildiğinde, 2021 yılında öğrenci başına harcamanın en yüksek olduğu eğitim düzeyi 28 bin 597 TL ile yükseköğretim oldu.
Eğitim düzeylerine göre öğrenci başına yapılan harcama tutarı (TL), 2021
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Öğrenci başına harcamanın en çok arttığı eğitim düzeyi yükseköğretim oldu
Öğrenci başına toplam eğitim harcaması bir önceki yıla göre %25,9 arttı. Öğrenci başına eğitim harcamalarının 2021 yılında 2020 yılına göre en fazla artış gösterdiği eğitim düzeyi %37,7 ile yükseköğretim oldu. Bunu %31,9 ile ortaokul takip etti.
Eğitim harcamalarının eğitim düzeylerine göre dağılımı (%), 2020, 2021
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)
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AÇIKLAMALAR
Eğitim harcamaları istatistikleri, örgün eğitime yönelik olarak doğrudan veya dolaylı yapılan harcamalara ilişkin verileri içermektedir. Belirtilen eğitim harcamaları sadece örgün eğitimle doğrudan ilişkili yaygın eğitim faaliyetlerini içermekte olup, diğer yaygın eğitim faaliyetlerine yapılan harcamaları kapsamamaktadır.