Türkiye İstatistik Kurumu (TÜİK), Mart ayı itibarıyla Tüketici Güven Endeksi verisini açıkladı. Buna göre, Mart ayında bir önceki aya göre %2.9 oranında azalan endeks 80.1 puan oldu.
Tüketici eğilim anketi, deprem felaketinden etkilenen Adıyaman, Gaziantep, Hatay, Kahramanmaraş, Kilis, Malatya ve Osmaniye illerinde yapılmamıştır.
Tüketici güven endeksi 80,1 oldu
Türkiye İstatistik Kurumu ve Türkiye Cumhuriyet Merkez Bankası işbirliği ile yürütülen tüketici eğilim anketi sonuçlarından hesaplanan tüketici güven endeksi, Mart ayında bir önceki aya göre %2,9 oranında azaldı; Şubat ayında 82,5 olan endeks, Mart ayında 80,1 oldu.
Tüketici güven endeksi, Mart 2023
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)
Tüketici güven endeksi, alt endeksleri ve değişim oranları, Mart 2023
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)
Tüketici Güven Endeksi nedir? Nasıl hesaplanır?
Aylık tüketici eğilim anketi ile tüketicilerin maddi durum ve genel ekonomiye ilişkin mevcut durum değerlendirmeleri ile gelecek dönem beklentileri, harcama ve tasarruf eğilimleri ölçülmektedir.
Anket sonuçlarından hesaplanan tüketici güven endeksi 0-200 aralığında değer alabilmektedir. Tüketici güven endeksinin 100’den büyük olması tüketici güveninde iyimser durumu,100’den küçük olması tüketici güveninde kötümser durumu göstermektedir.
Tüketici eğilimine ilişkin endekslerden, tüketimin finansmanı amacıyla borç kullanma ihtimali endeksinin artması iyimser durumu, azalması ise kötümser durumu göstermektedir. Benzer şekilde tüketici fiyatlarının değişimine ilişkin düşünce ve beklenti endekslerinin artması tüketici fiyatlarında düşüş düşüncesini/beklentisini, azalması ise tüketici fiyatlarında artış düşüncesini/ beklentisini göstermektedir. İşsiz sayısı beklentisi endeksinin artması işsiz sayısında azalma beklendiğini, endeksin azalması ise işsiz sayısında artış beklendiğini ifade etmektedir.