Tüketici Güven Endeksi – Ekim 2022
Tüketici güven endeksi 76,2 oldu
Türkiye İstatistik Kurumu ve Türkiye Cumhuriyet Merkez Bankası işbirliği ile yürütülen tüketici eğilim anketi sonuçlarından hesaplanan mevsim etkilerinden arındırılmış tüketici güven endeksi, Ekim ayında bir önceki aya göre %5,3 oranında arttı; Eylül ayında 72,4 olan endeks, Ekim ayında 76,2 oldu.
Mevsim etkilerinden arındırılmış tüketici güven endeksi, Ekim 2022
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)
Mevsim etkilerinden arındırılmış tüketici güven endeksi, alt endeksleri ve değişim oranları, Ekim 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