Tüketici Güven Endeksi – Ocak 2023
Tüketici güven endeksi 79,1 oldu
Türkiye İstatistik Kurumu ve Türkiye Cumhuriyet Merkez Bankası işbirliği ile yürütülen tüketici eğilim anketi sonuçlarından hesaplanan tüketici güven endeksi, Ocak ayında bir önceki aya göre %4,6 oranında arttı; Aralık ayında 75,6 olan endeks, Ocak ayında 79,1 oldu.
Tüketici güven endeksi, Ocak 2023
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Tüketici güven endeksi, alt endeksleri ve değişim oranları, Ocak 2023
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AÇIKLAMALAR
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.
Tüketici güven endeksinin hesaplanmasında kullanılan alt endekslerde 2023 Ocak ayından itibaren mevsim etkisi tespit edilmemiştir. Konuya ilişkin ayrıntılı açıklamalar meta veri bölümünde sunulmuştur.
Kaynak: TÜİK