TÜİK Mayıs Ayı İşsizlik Raporunu Açıkladı
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10.07.2023 - 18:13, Güncelleme:
10.07.2023 - 18:13 3493+ kez okundu.
TÜİK Mayıs Ayı İşsizlik Raporunu Açıkladı
TÜİK mayıs ayı işsizlik oranlarını açıkladı. uzun süreden sonra işsizlik oranı tekli haneye düştü.
İşgücü İstatistikleri, Mayıs 2023
Mevsim etkisinden arındırılmış işsizlik oranı %9,5 seviyesinde gerçekleşti
Hanehalkı İşgücü Araştırması sonuçlarına göre; 15 ve daha yukarı yaştaki kişilerde işsiz sayısı 2023 yılı Mayıs ayında bir önceki aya göre 193 bin kişi azalarak 3 milyon 328 bin kişi oldu. İşsizlik oranı ise 0,5 puan azalarak %9,5 seviyesinde gerçekleşti. İşsizlik oranı erkeklerde %7,7 iken kadınlarda %13,0 olarak tahmin edildi.
Mevsim etkisinden arındırılmış istihdam oranı %48,5 oldu
İstihdam edilenlerin sayısı 2023 yılı Mayıs ayında bir önceki aya göre 63 bin kişi artarak 31 milyon 716 bin kişi, istihdam oranı ise değişim göstermeyerek %48,5 oldu. Bu oran erkeklerde %66,0 iken kadınlarda %31,4 olarak gerçekleşti.
Mevsim etkisinden arındırılmış işgücüne katılma oranı %53,6 olarak gerçekleşti
İşgücü 2023 yılı Mayıs ayında bir önceki aya göre 130 bin kişi azalarak 35 milyon 44 bin kişi, işgücüne katılma oranı ise 0,3 puan azalarak %53,6 olarak gerçekleşti. İşgücüne katılma oranı erkeklerde %71,5 iken kadınlarda %36,1 oldu.
Genç nüfusta mevsim etkisinden arındırılmış işsizlik oranı %17,0 oldu
15-24 yaş grubunu kapsayan genç nüfusta işsizlik oranı bir önceki aya göre 1,6 puanlık azalış ile %17,0 oldu. Bu yaş grubunda işsizlik oranı; erkeklerde %14,3, kadınlarda ise %22,3 olarak tahmin edildi.
Mevsim etkisinden arındırılmış temel işgücü göstergeleri, 15+ yaş, Mayıs 2023
Mevsim ve takvim etkilerinden arındırılmış haftalık ortalama fiili çalışma süresi 44,1 saat oldu
İstihdam edilenlerden referans döneminde işbaşında olanların, mevsim ve takvim etkilerinden arındırılmış haftalık ortalama fiili çalışma süresi 2023 yılı Mayıs ayında bir önceki aya göre 0,3 saat azalarak 44,1 saat olarak gerçekleşti.
Mevsim ve takvim etkilerinden arındırılmış haftalık ortalama fiili çalışma süresi, Mayıs 2021-Mayıs 2023
Mevsim etkisinden arındırılmış atıl işgücü oranı %22,5 oldu
Zamana bağlı eksik istihdam, potansiyel işgücü ve işsizlerden oluşan atıl işgücü oranı 2023 yılı Mayıs ayında bir önceki aya göre 1,2 puanlık azalış ile %22,5 oldu. Zamana bağlı eksik istihdam ve işsizlerin bütünleşik oranı %15,8 iken işsiz ve potansiyel işgücünün bütünleşik oranı %16,7 olarak tahmin edildi.
Mevsim etkisinden arındırılmış işgücüne ilişkin tamamlayıcı göstergeler, Mayıs 2021-Mayıs 2023
Bu konu ile ilgili bir sonraki haber bülteninin yayımlanma tarihi 10 Ağustos 2023'tür.
TÜİK mayıs ayı işsizlik oranlarını açıkladı. uzun süreden sonra işsizlik oranı tekli haneye düştü.
İşgücü İstatistikleri, Mayıs 2023
Mevsim etkisinden arındırılmış işsizlik oranı %9,5 seviyesinde gerçekleşti
Hanehalkı İşgücü Araştırması sonuçlarına göre; 15 ve daha yukarı yaştaki kişilerde işsiz sayısı 2023 yılı Mayıs ayında bir önceki aya göre 193 bin kişi azalarak 3 milyon 328 bin kişi oldu. İşsizlik oranı ise 0,5 puan azalarak %9,5 seviyesinde gerçekleşti. İşsizlik oranı erkeklerde %7,7 iken kadınlarda %13,0 olarak tahmin edildi.
Mevsim etkisinden arındırılmış istihdam oranı %48,5 olduİstihdam edilenlerin sayısı 2023 yılı Mayıs ayında bir önceki aya göre 63 bin kişi artarak 31 milyon 716 bin kişi, istihdam oranı ise değişim göstermeyerek %48,5 oldu. Bu oran erkeklerde %66,0 iken kadınlarda %31,4 olarak gerçekleşti.
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Mevsim etkisinden arındırılmış işgücüne katılma oranı %53,6 olarak gerçekleşti
İşgücü 2023 yılı Mayıs ayında bir önceki aya göre 130 bin kişi azalarak 35 milyon 44 bin kişi, işgücüne katılma oranı ise 0,3 puan azalarak %53,6 olarak gerçekleşti. İşgücüne katılma oranı erkeklerde %71,5 iken kadınlarda %36,1 oldu.
Genç nüfusta mevsim etkisinden arındırılmış işsizlik oranı %17,0 oldu
15-24 yaş grubunu kapsayan genç nüfusta işsizlik oranı bir önceki aya göre 1,6 puanlık azalış ile %17,0 oldu. Bu yaş grubunda işsizlik oranı; erkeklerde %14,3, kadınlarda ise %22,3 olarak tahmin edildi.
Mevsim etkisinden arındırılmış temel işgücü göstergeleri, 15+ yaş, Mayıs 2023Mevsim ve takvim etkilerinden arındırılmış haftalık ortalama fiili çalışma süresi 44,1 saat oldu
İstihdam edilenlerden referans döneminde işbaşında olanların, mevsim ve takvim etkilerinden arındırılmış haftalık ortalama fiili çalışma süresi 2023 yılı Mayıs ayında bir önceki aya göre 0,3 saat azalarak 44,1 saat olarak gerçekleşti.
Mevsim ve takvim etkilerinden arındırılmış haftalık ortalama fiili çalışma süresi, Mayıs 2021-Mayıs 2023
Mevsim etkisinden arındırılmış atıl işgücü oranı %22,5 oldu
Zamana bağlı eksik istihdam, potansiyel işgücü ve işsizlerden oluşan atıl işgücü oranı 2023 yılı Mayıs ayında bir önceki aya göre 1,2 puanlık azalış ile %22,5 oldu. Zamana bağlı eksik istihdam ve işsizlerin bütünleşik oranı %15,8 iken işsiz ve potansiyel işgücünün bütünleşik oranı %16,7 olarak tahmin edildi.
Mevsim etkisinden arındırılmış işgücüne ilişkin tamamlayıcı göstergeler, Mayıs 2021-Mayıs 2023
Bu konu ile ilgili bir sonraki haber bülteninin yayımlanma tarihi 10 Ağustos 2023'tür.
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