Ingemar räknar: ”Trampar du omkring i procentträsket?”

ANALYS Våga säga ifrån när redogörelserna är undermåliga, manar Ingemar Sjöström. Han är statistiknörden som slår ett slag för att slopa procentsatserna och räkna på variation i stället.

Ingemar räknar: ”Trampar du omkring i procentträsket?”
Standardavvikelse? Har du koll på analysen? Foto: Adobe Stock

Bäste kvalitetsarbetare, är du tillräckligt ’tyken’ som man säger i Göteborg (eller ’kaxig’ som man säger i mindre utvecklade områden…)? Opponerar du dig på kvalitetsmöten då du ser hel- eller halvdåliga redogörelser? Eller sitter du och ritar spiraler, stjärnor och smådjävlar på ditt block och längtar till fredag?

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.

Du vet säkert, innerst inne, att ett stort problem (det största?) är variation. ”Nej inte alls”, säger du, ”alla komponenterna är inom spec, det är leveranserna som är opålitliga!”. Hm… ”Du menar variation i leveranstider..?”

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