Sanayi Üretim Endeksi, Mayıs 2022
Sanayi üretimi yıllık %9,1 arttı
Sanayinin alt sektörleri (2015=100 referans yıllı) incelendiğinde, 2022 yılı Mayıs ayında madencilik ve taşocakçılığı sektörü endeksi bir önceki yılın aynı ayına göre %5,7 azalırken, imalat sanayi sektörü endeksi %10,7 ve elektrik, gaz, buhar ve iklimlendirme üretimi ve dağıtımı sektörü endeksi %0,3 arttı.
Sanayi üretim endeksi yıllık değişim oranları (%), Mayıs 2022
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Sanayi üretimi aylık %0,5 arttı
Sanayinin alt sektörleri incelendiğinde, 2022 yılı Mayıs ayında madencilik ve taşocakçılığı sektörü endeksi bir önceki aya göre %3,0 azaldı, imalat sanayi sektörü endeksi %0,8 arttı ve elektrik, gaz, buhar ve iklimlendirme üretimi ve dağıtımı sektörü endeksi %0,3 azaldı.
Sanayi üretim endeksi aylık değişim oranları (%), Mayıs 2022
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)
Sanayi üretim endeksi değişim oranları (%), Mayıs 2022
AÇIKLAMALAR
Yıllık değişimler, takvim etkisinden arındırılmış endeks değerlerinin bir önceki yılın aynı ayına göre değişimini ifade etmektedir.
Aylık değişimler, mevsim ve takvim etkisinden arındırılmış endeks değerlerinin bir önceki aya göre değişimini ifade etmektedir.