2019 Eğitim Harcamaları İstatistikleri
Eğitim harcamaları %18,2 artarak 259 milyar 220 milyon TL oldu
Türkiye’de eğitim harcamaları 2019 yılında 2018 yılına göre %18,2 artarak 259 milyar 220 milyon TL oldu. 2019 yılında bir önceki yıla göre eğitim harcamalarının en çok yükseldiği eğitim düzeyleri; %31,9 ile ilkokul, %26,4 ile ortaokul oldu.
Eğitim harcamaları temel göstergeleri, 2011-2019![](data:image/png;base64,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)
Toplam eğitim harcaması, 2011-2019
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Eğitim harcamasının gayrisafi yurtiçi hasıla içindeki payı %6,0 oldu
Eğitim harcamasının gayrisafi yurtiçi hasıla içindeki payı 2018 yılında %5,8 iken, 2019 yılında %6,0 oldu. Devlet eğitim harcamasının gayrisafi yurtiçi hasıla içindeki payı ise 2018 yılında %4,3 iken, 2019 yılında %4,4 oldu.
Devlet kurumları en büyük eğitim harcamasını yükseköğretime yaptı
Eğitim harcamaları hizmet sunucularına göre değerlendirildiğinde; Devlet kurumlarınca yapılan harcamaların %30,3’ünü yükseköğretim, %24,9’unu ortaöğretim oluşturdu. Özel kurumlarca yapılan harcamaların ise %38,4’ü ortaöğretime, %36,8’i yükseköğretime yapıldı.
Eğitim harcamalarının %74,0’ı devlet tarafından finanse edildi
Türkiye’de 2019 yılında yapılan eğitim harcamalarının %74,0’ı devlet tarafından finanse edildi. Eğitim harcamaları içerisinde hanehalklarının yaptığı harcamaların payı ise %20,8 oldu.
Finans kaynaklarına göre eğitim harcamalarının dağılımı (%), 2019
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)
Öğrenci başına eğitim harcaması 11 bin 769 TL oldu
Öğrenci başına yapılan eğitim harcaması 2018 yılında 10 bin 5 TL olurken, 2019 yılında ise 11 bin 769 TL olarak gerçekleşti.
Öğrenci başına en çok harcama yükseköğretime yapıldı
Eğitim düzeylerine göre değerlendirildiğinde, 2019 yılında öğrenci başına harcamanın en yüksek olduğu eğitim düzeyi 18 bin 830 TL ile yükseköğretim oldu.
Eğitim düzeylerine göre öğrenci başına yapılan harcama tutarı (TL), 2019
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p9L3PuOiiisgPAfjj+3xpvwf8A2rvhj8Jrfwl4p1vUfiBrLaVea0LGa10XQf8AiX3N7GDdvH5VzcSLbnFvCxZF3PI0f7tZcPwN/wAFB9Q8W/tB6Vos3ge1tPhp4p8Vax4F8PeLU14y3l5rWmRztcRz6ebZVht3ax1BIpluZWZrVd0aCUEdF+1/8GfEvxS+NP7O+raFpv27T/Avj+TW9cl+0RRfYbM6JqlqJdrsC/764hXagZvnzjAJHinwr/Zg+JulfHnwb4J1DwZPZeBPht8VPEvxMi8bNqlk9nrdvqKanJa2MNssxu0uUm1qVZTLAkQWxLJI5lUCqFm0p95fd7mvqk5WX2mnvayuvyqF4b8q/wDAv3v5yVNPtF30+I92/as/ai8T/B7xd4a8H/D3wRpvxB8e+JdP1PW4dL1HxA2h2sen6esInkNytrcnzWmurWKOMxBWaUlpECEnyr4h/wDBWAReB9P8XeAfAf8AwmXhLTvAFh8T/GFxea2dLvdB0K8eTy/s0C2863d4sVtfSNA8tuoFrgSkyADrv2xfCXxA8E/tDeAPi14A8BX/AMT7jQPDuv8AhS+8P6fqdjp92ovzY3NvdrJezwQmJJ9OSKQeZvC3IdEfYVPzb4i/YF+LnwJ+Btz8OvC3hNfHx+J3wN0j4SarrNpqlnaWfhLULT7ZDJf3CXMsUstkYtVnkX7Mk02bPaY/3gImjrG7+K+2y/5e6X7WVN3v8TtfWy0tS053Zaba6c0OZ9dUnLlXXezsfQ/xB/4KKXfhL43Xlhp3guz1j4Y+GvEmieD/ABN4s/t4w3mmanqyW7WvkWH2ZkuLZTfacJZTcxMn2ptsbiI5+n6+EPiV+yT8SoPiv4w+HmjeDrnVPAfxM+IHhLx1L43/ALTsY7XQINKj0sXdpPbPMt09w50SEQmGCSI/bhvePymz931doeyTT1v/AO2wb+Sk5JPql13fPrpzaOyuunXr37q+mm1wr5g8Jf8ABTfT/Hvxb+MXh3Rvhx8Rr+0+E3ha08R28/8AY08GoeMWne9TydNsJY0mkTfZlI5m2rM7MUHlBZpPp+vlj4jeBvih8LP2uvjb8VvB3gNvGkt98L9E0nwtYDVbO0Gt6va3mrStas0syeSii6t2aR9qlWO0swK1jJ2d3e1pbb35W0153Wi6tr0NoJOLta942vtrOKf/AJK3d9Fd+a7j9mr9p/xd8Rvi14l+H3xG8CaR4F8aeH9F03xIkGjeJG1+wubC+kuoY8zvaWjpcJNZzrJH5RQAxsksm5gnKfE//goPqHgD49alpFr4HtdT+HHhPxPovgvxV4pbXjBe6TquqrAbZYbD7MyXFuhvtOWWU3MTJ9qbbG4iOav/AATa8B+JfCMfizVPHvw7+JeifEnxdJBqXijxb4sn0Ep4guFVkjtbOHTNTvTa2lsnyQwNtCqxYvLK8rtwHxq/Zg+Jus/HXx94M0rwZPqPgb4tfEfwr8QZ/Gi6pZR2nh6HTBphvLOe3eZbt7hzosIhMMEkZ+3De8flNnoSj7eEZ6R0vbb44prulyc7vprFPqovGLThN6+Xdabru76pWe9tWrno3g7/AIKHXviP4+6bpV14Ks7H4YeJfFOseB9B8Xrrxku7vWdLjna4SewNsqQ2ztY6ikUy3MrM1qu6NBKCJv2T/wDgoBqf7RHxH0DTdZ8C23hTQPiR4auPGXw+1SHXW1CXXtLguIY5DeQNbQ/Yrny7uymESSXClJ2HmBoyD5Z8Pv2UviWPjP4V8Aan4NubDwD8Pvif4n+I8fjf+1LF7XWrbU4tTe2sobZZjdpdJNrUqymWBIgtiWSRzKoF79gz9m/4n+E/iR8IrDxt4Km8J6P+zr8PNQ8BW2ryapZXUPjWeeewijvLOOCaSWK3FrpaSMLpIZQ92qBGEbNUYdRfLz9vv9yTbfaXOorl03ej3WlfkUpqG1//AG9pJd04crb1td6q1l9uVifEf4g6d8KvA+o+IdWGpNp+lxebMmn6bc6ldychQsVtbJJNM5JACRozMSAAa26KiV2rLclWvqfN/wADP+Cj2jfFT9i7XvjTrnhXXvBWn6Lq+raQNBvis2ryzWmoy2EFuYoxj7ZcTJGi26FyJZVjDOfmPov7If7RS/tTfsoeAfihLpP/AAjaeN/D9rrz6c12Lr+zhNEJDGZtiB9ucbtq5x0FfL3w/wD2DfjLJ8I7O2sfEfhLwPf6B8R/GnitNI8ReHH8S2esrf6peS6bc/6LqdoI3jhnaRFd32vMjMivEuPYf+CX/wACPH/wK/4J3/DjwB8UJdITxPofh220ue102z+z/wBlxrbpGLaRxdXKTzIQwaaNlR+NsagcjbdGpKK960HFPu4y5vnzWv2str61NJVeX7PNNadlK0fly7PW9+trnF/Dz/gq7HdaFd+J/HPgdfCPgTV/AepfEzwdqtnrR1K617RLBozP9ptmt4BaXZhubOZIUkuFZbgjzQ0ZBtQf8FJ/Efgvwd43t/iD8MrHwz8RfDtpoF5o3h3TfFDapaa+uu3JsdMT7Y9nA0Mn29JIJx5DiEJvVpgQK8Q8JfsAfFj41/BXTfhb4q8Lf8IJafCz4K+IPhPpniC61Ozu7Txbe34tLW3v7aO3llmitVg02KVxcxwyhrsIqN5bNXQeNf2cfjL+03Y+O/iXqvwzufAvi/TtM8Dw6B4Q1LXNOuJ9dufDurya3cj7RbTzW8UVxLMbWBpJEbMfmSpEpArblpXSUny31fVR55rmStrJwUW42dt+VXKmo9Piu9Ol/wB3ZX/ls5u991a+ln9Wfsp/tF6r8d7Dxhpnijw1Z+D/ABx8Ptffw/r+lWOrNq1lHIbeC7gmt7poLd5oZbW6gcF4ImVmdCvyZPrFeCfsRfD7xXYa/wDFvx/4x8M3ngjUvin4tTV7Xw7fXdrdXulWVtptlpsP2iS0lmt/Ol+xtMVimkVVlRd24MB73US2j35Y39eVc343MtLu3d/n+XZ9VrqeH/8ABQH9uDTf2CP2d9d8cXXhbxT41v8ATtPur2y0bRNPmmNz5EfmSPcXCo0VnbovzPPMQoHCCSQpE+J8Vf2zPG8HxPg8H/C74W2fxE13T/Clt4x8QQ3vipNDSxtbqWWK1tbV2t5VuLyZra7KpKbeECAF503iun/4KHfCrXvjp+wf8YvBnhaw/tTxL4q8HappWl2fnxwfarma1kjjj3yMqLlmAyzBRnkgV8qftu/8E/Nf8aePfE3iO0+Eg+LGseOPh1pfhbw/MdT0+1Hw216xN6ItXLXU8bR4+3Iy3Vks11EbVwiESDOadr3V9VZd/dlprpulq2lqldddXGLjG2j1v/4FTs//AAFz89G9bJH2T+05+0Ev7OHwLvfFraRLqupGay03S9Ha4WBr/Ur65hs7O2aUBxGr3E8SvIFfYpZgr7cHxuL/AIKIeJf+EZl8PzfDvRYfjZH49Hw9XwqfFUjaLJeNYf2qt0NUFj532Q6Zm43/AGHeHBi8vPz12P7aXwO8V/Ev9kG30jQAnibxp4T1DQfElpbzTra/8JBdaRqNpfm38xztja4+ytGrOwVWlUswUE14LN+zz8VbrxXL8d/+FbaunicfF+Lxqnw8bV9L/tltHTw7/wAI2VM4ujp/2zYzXgT7X5ewCMyBzgapQ9pJSeieltrc1Oz263qX7RSem7zg06Kk9JWb/wC3uWTSfle2umulzvk/4KSeJ/HPgHwZb+BPhfYa98VPEMfiBtU8J6p4pOm2uitoNwLLU4xfJZzmVvtrwwwZgjWYTB2MIBFfRHwF+M2kftFfBHwl490H7QNF8ZaRa6zZLcKFmjiniWVVkAJAdQ2GAJwQea+LfA/7PHxj/ZubwF8WNP8AhleeNvF15/wnT6/4K03XNNgu9FfxHqkWr2w+0XNxFayi2ktYracpMxzMzxCVUwfrD9in4G3v7Mv7Ifwz+H2pXVve6n4N8NWGk3s9vnyZZ4YESUx5AOzeG25AOMZ5pxS9nJy+L3dOid53S7qyg766t69EVOVStB6XlbzV1Zy7O3TS+ummnp9eA/HH9vjTfg/+1d8MfhNb+EvFOt6j8QNZbSrzWhYzWui6D/xL7m9jBu3j8q5uJFtzi3hYsi7nkaP92svv1eD/ALX/AMGfEvxS+NP7O+raFpv27T/Avj+TW9cl+0RRfYbM6JqlqJdrsC/764hXagZvnzjAJER/iQvtdX9G7P07h9iffllb1UW1667Lv32OI+GP/BSnVviD8ftF0SX4e2Vn4C8W+M9d8BaHrcXiTztbbUtIW6NxJeaS1qn2a1Y2V0FkW5lcA25kijE3yehftWftReJ/g94u8NeD/h74I034g+PfEun6nrcOl6j4gbQ7WPT9PWETyG5W1uT5rTXVrFHGYgrNKS0iBCT86fCj9jXx/wCEv2z9P1n/AIQO80vxDbfETWfE3iX4ujV7Fl8Z+G7mK7+xaE6CZtQkEAuLGEWs8KWsH9mCWKQlY1f2T9sXwl8QPBP7Q3gD4teAPAV/8T7jQPDuv+FL7w/p+p2On3ai/Njc292sl7PBCYkn05IpB5m8Lch0R9hU5ScvYQkt+XXu3yXTt0Up2i7qLSvpFJSeto/WZxWsdbdvil18o2e7vp1biuR+If8AwVgEXgfT/F3gHwH/AMJl4S07wBYfE/xhcXmtnS73QdCvHk8v7NAtvOt3eLFbX0jQPLbqBa4EpMgA6P4g/wDBRS78JfG68sNO8F2esfDHw14k0Twf4m8Wf28YbzTNT1ZLdrXyLD7MyXFspvtOEspuYmT7U22NxEc/PHiL9gX4ufAn4G3Pw68LeE18fH4nfA3SPhJqus2mqWdpZ+EtQtPtkMl/cJcyxSy2Ri1WeRfsyTTZs9pj/eAjt/iV+yT8SoPiv4w+HmjeDrnVPAfxM+IHhLx1L43/ALTsY7XQINKj0sXdpPbPMt09w50SEQmGCSI/bhvePymz28tL6xy39zm0fde0s0+0VTu09L2WrvZ5S5OX3G37u9tfgg7pW1lzOacbPZe6uv3fUd5dCytJZmWRliQuRGhdyAM8KAST6ADJqSqmvX8+laFe3VrYzandW0Dyw2cLokl26qSsStIyoGYgAFmCgnkgc1x1HaDf6X/Dr6DiryS/4B8raZ/wUx1rwF5uofFz4XXHw30DUvA+sfELQymtNqGrf2dpn2d7m31Kye2g+w33lXduwgjluU3GVGlVkG/0L9lL9qvxR8YvHXiXwb8QfAun/D7xt4f0zTPECWOneIG1y0vNM1ATLDKJ2tbZlmSa1uYpYvKKqY1KySBwR8weAv2cvil+1l8OvjJH8XPhT8QPCHxe+L/gjU/DSeJdX1Dw/ceGPCFpLG4t9HsI7HVLm68kSOsks7W4e5dGdzGFhhj92/Y18H/ETxr+0N4w+K3xC8AX3wwuNQ8JaB4Os9CvtUsdRuZnsnvrq6u/Ms5pohA01/5UQZxIy27M8ce5RXRFR2lvbXXbWdrPq/hjK2i3Wj5nNRrlvHe79P8Al2vVJp1JK7vortP3Bfif/wAFB9Q8AfHrUtItfA9rqfw48J+J9F8F+KvFLa8YL3SdV1VYDbLDYfZmS4t0N9pyyym5iZPtTbY3ERyzwd/wUOvfEfx903SrrwVZ2Pww8S+KdY8D6D4vXXjJd3es6XHO1wk9gbZUhtnax1FIpluZWZrVd0aCUEec/Gr9mD4m6z8dfH3gzSvBk+o+Bvi18R/CvxBn8aLqllHaeHodMGmG8s57d5lu3uHOiwiEwwSRn7cN7x+U2YPh9+yl8Sx8Z/CvgDU/BtzYeAfh98T/ABP8R4/G/wDali9rrVtqcWpvbWUNssxu0ukm1qVZTLAkQWxLJI5lUDGN/ZJrWdno9F8NO/baTmo6+8l9q1zWoqaTs9dNtelS3zclBS/lT+ze56n+yf8A8FANT/aI+I+gabrPgW28KaB8SPDVx4y+H2qQ662oS69pcFxDHIbyBraH7Fc+Xd2UwiSS4UpOw8wNGQfpeviP9gz9m/4n+E/iR8IrDxt4Km8J6P8As6/DzUPAVtq8mqWV1D41nnnsIo7yzjgmklitxa6WkjC6SGUPdqgRhGzV9uVtUVNJezd172+9uaSi2tLNx5W1Zei2Mn8b+XotFs+q89dbq+gUUUVkAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUV418aPiZrenfEzwFBD4G8XTRW3iWdUlhudNWPVQNK1EbYw14rd/M/eqgxGf4tqnqP+Fv8AiD/olfjz/wAC9F/+WFAHe0VwX/C3/EH/AESvx5/4F6L/APLCj/hb/iD/AKJX48/8C9F/+WFAHe0VwX/C3/EH/RK/Hn/gXov/AMsKP+Fv+IP+iV+PP/AvRf8A5YUAd7RXBf8AC3/EH/RK/Hn/AIF6L/8ALCuc0zxp4us/i3reuSfDLxw2m6jpGn2MEIvtHLxywTXzysV+37QGW4iAIJJ2HIGBkA9gorgv+Fv+IP8Aolfjz/wL0X/5YUf8Lf8AEH/RK/Hn/gXov/ywoA72iuC/4W/4g/6JX48/8C9F/wDlhR/wt/xB/wBEr8ef+Bei/wDywoA72iuC/wCFv+IP+iV+PP8AwL0X/wCWFH/C3/EH/RK/Hn/gXov/AMsKAO9orx/4W+NPF3g3wzc2mofDLxxcTzavqd8jx32juBFcX9xcRLlr8HKxyopHQFSASACej/4W/wCIP+iV+PP/AAL0X/5YUAd7RXBf8Lf8Qf8ARK/Hn/gXov8A8sKP+Fv+IP8Aolfjz/wL0X/5YUAd7RXBf8Lf8Qf9Er8ef+Bei/8Aywo/4W/4g/6JX48/8C9F/wDlhQB3tFeP/GHxp4u8d/CTxToemfDLxxa6lrOkXdjaTSX2jokMssLojMy35YAMwJIBIxwDXR/8Lf8AEH/RK/Hn/gXov/ywoA72iuC/4W/4g/6JX48/8C9F/wDlhR/wt/xB/wBEr8ef+Bei/wDywoA72iuC/wCFv+IP+iV+PP8AwL0X/wCWFH/C3/EH/RK/Hn/gXov/AMsKAO9orgv+Fv8AiD/olfjz/wAC9F/+WFc5438aeLvEXibwfd2vwy8cRQaFq8l9eo19o6meJrC8twqgX5DHzJ4mw2BhSc5ABAPYKK4L/hb/AIg/6JX48/8AAvRf/lhR/wALf8Qf9Er8ef8AgXov/wAsKAO9orgv+Fv+IP8Aolfjz/wL0X/5YUf8Lf8AEH/RK/Hn/gXov/ywoA72iuC/4W/4g/6JX48/8C9F/wDlhR/wt/xB/wBEr8ef+Bei/wDywoA72ivH9M8aeLrP4t63rknwy8cNpuo6Rp9jBCL7Ry8csE188rFft+0BluIgCCSdhyBgZ6P/AIW/4g/6JX48/wDAvRf/AJYUAd7RXBf8Lf8AEH/RK/Hn/gXov/ywo/4W/wCIP+iV+PP/AAL0X/5YUAd7RXBf8Lf8Qf8ARK/Hn/gXov8A8sKP+Fv+IP8Aolfjz/wL0X/5YUAd7RXBf8Lf8Qf9Er8ef+Bei/8AywrnPhb408XeDfDNzaah8MvHFxPNq+p3yPHfaO4EVxf3FxEuWvwcrHKikdAVIBIAJAPYKK4L/hb/AIg/6JX48/8AAvRf/lhR/wALf8Qf9Er8ef8AgXov/wAsKAO9orgv+Fv+IP8Aolfjz/wL0X/5YUf8Lf8AEH/RK/Hn/gXov/ywoA72iuC/4W/4g/6JX48/8C9F/wDlhXOfGHxp4u8d/CTxToemfDLxxa6lrOkXdjaTSX2jokMssLojMy35YAMwJIBIxwDQB7BRXBf8Lf8AEH/RK/Hn/gXov/ywo/4W/wCIP+iV+PP/AAL0X/5YUAd7RXBf8Lf8Qf8ARK/Hn/gXov8A8sKP+Fv+IP8Aolfjz/wL0X/5YUAd7RXBf8Lf8Qf9Er8ef+Bei/8Aywo/4W/4g/6JX48/8C9F/wDlhQB3tFeP+N/Gni7xF4m8H3dr8MvHEUGhavJfXqNfaOpniawvLcKoF+Qx8yeJsNgYUnOQAej/AOFv+IP+iV+PP/AvRf8A5YUAd7RXBf8AC3/EH/RK/Hn/AIF6L/8ALCj/AIW/4g/6JX48/wDAvRf/AJYUAd7RXBf8Lf8AEH/RK/Hn/gXov/ywo/4W/wCIP+iV+PP/AAL0X/5YUAd7RXBf8Lf8Qf8ARK/Hn/gXov8A8sK5zTPGni6z+Let65J8MvHDabqOkafYwQi+0cvHLBNfPKxX7ftAZbiIAgknYcgYGQD2CiuC/wCFv+IP+iV+PP8AwL0X/wCWFH/C3/EH/RK/Hn/gXov/AMsKAO9orgv+Fv8AiD/olfjz/wAC9F/+WFH/AAt/xB/0Svx5/wCBei//ACwoA72iuC/4W/4g/wCiV+PP/AvRf/lhR/wt/wAQf9Er8ef+Bei//LCgDvaK434D6Zqul/D5/wC2rK602/u9X1W++y3M0cs1vFcajczwqzRO6ZEUkfCuwHTPFdlQAUUUUAFFFFABRRRQAUUUUAFFFFABRXnnx9+P1p8EbvwZZM2ktqnjbX4tEsINQubq2SbEM11clHgtrj96lrb3EiJII0kaMIZYywNO+Ef7U3gP47XekQeFdd/tSXXfDFl4ysV+xXEHn6TeM629z+8jXbvKN8jYkXHzKMiiPvbd7fO3N+Sb9E+zsSTjrLtf5N8v56eunU9BoornfCvxX0Dxt418T+HtMv8A7TrHgy4gtdYt/IkT7HJPAlxEu5lCvuikRsoWAzg4IIo8gOioqO8u47C0lnlbbFChkdsZ2qBkmsT4VfFDQ/jb8MvD/jHwxff2n4c8U6dBq2l3nkyQ/araeNZIpNkiq67kYHDKGGeQDQtb26W/G9vvs7ej7AYPxf8A+Sg/Cv8A7Gif/wBMuqV3tfKv/BXj4veIvgP+zt4d8V+FNQ/srX9K8UQ/ZbryIp/K8yzvIn+SRWQ5R2HKnGcjkA1+ef8Aw92/aH/6KF/5QtM/+R6+uyDgzG5vh3icNKCSfL7zad0k+kX3Pj+IONcDk+IWGxMJuTjze6k1ZtrrJdj9tqK/En/h7t+0P/0UL/yhaZ/8j0f8Pdv2h/8AooX/AJQtM/8Akevb/wCIW5r/AM/Kf3y/+QPD/wCIq5T/AM+6n3R/+TP22or8Sf8Ah7t+0P8A9FC/8oWmf/I9H/D3b9of/ooX/lC0z/5Ho/4hbmv/AD8p/fL/AOQD/iKuU/8APup90f8A5M/baivxJ/4e7ftD/wDRQv8AyhaZ/wDI9H/D3b9of/ooX/lC0z/5Ho/4hbmv/Pyn98v/AJAP+Iq5T/z7qfdH/wCTP22or8Sf+Hu37Q//AEUL/wAoWmf/ACPR/wAPdv2h/wDooX/lC0z/AOR6P+IW5r/z8p/fL/5AP+Iq5T/z7qfdH/5M/baivxJ/4e7ftD/9FC/8oWmf/I9H/D3b9of/AKKF/wCULTP/AJHo/wCIW5r/AM/Kf3y/+QD/AIirlP8Az7qfdH/5M/baivxJ/wCHu37Q/wD0UL/yhaZ/8j0f8Pdv2h/+ihf+ULTP/kej/iFua/8APyn98v8A5AP+Iq5T/wA+6n3R/wDkz9tqK/En/h7t+0P/ANFC/wDKFpn/AMj0f8Pdv2h/+ihf+ULTP/kej/iFua/8/Kf3y/8AkA/4irlP/Pup90f/AJM/baivxJ/4e7ftD/8ARQv/AChaZ/8AI9H/AA92/aH/AOihf+ULTP8A5Ho/4hbmv/Pyn98v/kA/4irlP/Pup90f/kz9tqK/En/h7t+0P/0UL/yhaZ/8j0f8Pdv2h/8AooX/AJQtM/8Akej/AIhbmv8Az8p/fL/5AP8AiKuU/wDPup90f/kz9tqK/En/AIe7ftD/APRQv/KFpn/yPR/w92/aH/6KF/5QtM/+R6P+IW5r/wA/Kf3y/wDkA/4irlP/AD7qfdH/AOTP22or8Sf+Hu37Q/8A0UL/AMoWmf8AyPR/w92/aH/6KF/5QtM/+R6P+IW5r/z8p/fL/wCQD/iKuU/8+6n3R/8Akz9tqK/En/h7t+0P/wBFC/8AKFpn/wAj0f8AD3b9of8A6KF/5Q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)
Öğrenci başına harcamanın en çok arttığı eğitim düzeyi ilkokul oldu
Öğrenci başına toplam eğitim harcaması bir önceki yıla göre %17,6 arttı. Eğitim harcamalarının 2019 yılında 2018 yılına göre en fazla artış gösterdiği eğitim düzeyi ise %30,1 ile ilkokul oldu. Bunu %25,1 ile ortaokul takip etti.
Eğitim düzeylerine göre yapılan eğitim harcamalarının toplam harcama içerisindeki oranı (%), 2018,2019
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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.