Haziran 2022 Tüketici Güven Endeksi
Tüketici güven endeksi 63,4 oldu
Türkiye İstatistik Kurumu ve Türkiye Cumhuriyet Merkez Bankası işbirliği ile yürütülen tüketici eğilim anketi sonuçlarından hesaplanan mevsim etkilerinden arındırılmış tüketici güven endeksi, Haziran ayında bir önceki aya göre %6,2 oranında azaldı; Mayıs ayında 67,6 olan endeks, Haziran ayında 63,4 oldu.
Mevsim etkilerinden arındırılmış tüketici güven endeksi, Haziran 2022
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Mevsim etkilerinden arındırılmış tüketici güven endeksi, alt endeksleri ve değişim oranları, Haziran 2022
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)
Bu konu ile ilgili bir sonraki haber bülteninin yayımlanma tarihi 20 Temmuz 2022’dir.
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