Tüketici Güven Endeksi, Aralık 2022
Tüketici güven endeksi 75,6 oldu
Türkiye İstatistik Kurumu ve Türkiye Cumhuriyet Merkez Bankası işbirliği ile yürütülen tüketici eğilim anketi sonuçlarından hesaplanan mevsim etkilerinden arındırılmış tüketici güven endeksi, Aralık ayında bir önceki aya göre %1,3 oranında azaldı; Kasım ayında 76,6 olan endeks, Aralık ayında 75,6 oldu.
Mevsim etkilerinden arındırılmış tüketici güven endeksi, Aralık 2022
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Mevsim etkilerinden arındırılmış tüketici güven endeksi, alt endeksleri ve değişim oranları, Aralık 2022
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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.
Kaynak: TÜİK