Tüketici Güven Endeksi, Kasım 2022
Tüketici güven endeksi 76,6 oldu
Türkiye İstatistik Kurumu ve Türkiye Cumhuriyet Merkez Bankası işbirliği ile yürütülen tüketici eğilim anketi sonuçlarından hesaplanan mevsim etkilerinden arındırılmış tüketici güven endeksi, Kasım ayında bir önceki aya göre %0,6 oranında arttı; Ekim ayında 76,2 olan endeks, Kasım ayında 76,6 oldu.
Mevsim etkilerinden arındırılmış tüketici güven endeksi, Kasım 2022
![](data:image/png;base64,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)
Mevsim etkilerinden arındırılmış tüketici güven endeksi, alt endeksleri ve değişim oranları, Kasım 2022
![](data:image/png;base64,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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