Mart 2021 Ekonomik Güven Endeksi
Ekonomik güven endeksi 98,9 oldu
Ekonomik güven endeksi Şubat ayında 95,8 iken, Mart ayında %3,3 oranında artarak 98,9 değerine yükseldi. Ekonomik güven endeksindeki artış, tüketici, reel kesim (imalat sanayi), hizmet ve perakende ticaret sektörü güven endekslerindeki artışlardan kaynaklandı.
Tüketici güven endeksi bir önceki aya göre Mart ayında %2,5 oranında artarak 86,7 değerini, reel kesim güven endeksi bir önceki aya göre %1,4 oranında artarak 110,2 değerini, hizmet sektörü güven endeksi %5,1 oranında artarak 105,5 değerini, perakende sektörü güven endeksi %0,2 oranında artarak 109,2 değerini aldı. İnşaat sektörü güven endeksi ise %4,0 oranında azalarak 79,8 değerini aldı.
Ekonomik güven endeksi, Mart 2021
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)
Ekonomik güven endeksi, sektörel endeksler ve değişim oranları, Mart 2021
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AÇIKLAMALAR
Ekonomik güven endeksi, tüketici ve üreticilerin genel ekonomik duruma ilişkin değerlendirme, beklenti ve eğilimlerini özetleyen bir bileşik endekstir. Endeks, mevsim etkilerinden arındırılmış tüketici güven endeksi, reel kesim, hizmet, perakende ticaret ve inşaat sektörleri güven endekslerinin alt endekslerinin ağırlıklandırılarak birleştirilmesinden oluşmaktadır.
Ekonomik güven endeksi hesaplamasında, her bir sektörün ağırlığı o sektörün normalleştirilmiş alt endekslerine eşit dağıtılarak uygulanmakta, güven endekslerine doğrudan uygulanmamaktadır. Bu kapsamda tüketici, reel kesim, hizmet, perakende ticaret ve inşaat sektörlerine ait toplam 20 alt endeks hesaplamada kullanılmaktadır.
Ekonomik güven endeksinin hesaplamasında kullanılan alt endeksler her ayın ilk iki haftasında derlenen veriler kullanılarak hesaplanmaktadır.
Ekonomik güven endeksinin 100’den büyük olması genel ekonomik duruma ilişkin iyimserliği, 100’den küçük olması ise genel ekonomik duruma ilişkin kötümserliği göstermektedir.