Tüketici Güven Endeksi, Şubat 2022
Tüketici güven endeksi 71,2 oldu
Türkiye İstatistik Kurumu ve Türkiye Cumhuriyet Merkez Bankası işbirliği ile yürütülen tüketici eğilim anketi sonuçlarından hesaplanan mevsim etkilerinden arındırılmış tüketici güven endeksi, Şubat ayında bir önceki aya göre %2,8 oranında azaldı; Ocak ayında 73,2 olan endeks, Şubat ayında 71,2 oldu.
Mevsim etkilerinden arındırılmış tüketici güven endeksi, Şubat 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Mevsim etkilerinden arındırılmış tüketici güven endeksi, alt endeksleri ve değişim oranları, Şubat 2022
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)
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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