Ska second hand vara billigare, eller kanske dyrare, än nytillverkat? Och hur mycket av en vara kan bestå av återbrukat material innan konsumenterna tappar intresse?
Återvunna delar kan ge mer betalt
Cirkularitet
Forskare från Rise har undersökt hur konsumenters betalningsvilja påverkas av en varas grad av cirkularitet. Studien, som gjordes i Storbritannien, visade att kunder ibland är villiga att betala mer för en produkt som delvis består av återvunna delar, än för en helt ny produkt.

Återvunna delar ökar betalningsviljan visar en studie. Illustration: StockAdobe
Någonting är fel
Du är inloggad som prenumerant hos förlaget Pauser Media, men nånting är fel. På din profilsida ser du vilka av våra produkter som du har tillgång till. Skulle uppgifterna inte stämma på din profilsida – vänligen kontakta vår kundtjänst.
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Test på brittiska konsumenter
I en studie utförd av forskare från Rise undersöktes hur en grupp brittiska konsumenter reagerade på information om cirkularitet. Testet gällde robotdammsugare och mobiltelefoner.
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


