Engagemanget viktigare än nöjdheten

Engagemang Organisationskonsulten Svante Randlert menar att företag idag lägger alltför stor vikt vid sina mätningar av hur nöjda medarbetare och kunderna är. Han menar att man istället måste hitta sätt att mäta hur engagerade och lojala de är.

Engagemanget viktigare än nöjdheten
Svante Randlerts huvudbudskap är att förmågan att attrahera, engagera och utveckla rätt medarbetare på rätt plats är helt avgörande för att nå goda resultat.

Svante Randlert menar att när du är nöjd så tycker du det du gör och har gjort är ok, men inte mer. När du är engagerad älskar du det du gör, det du behöver förändra och varför du gör det. Han betonar att det är Delta-Q – förmågan att förändras, göra skillnad och delta, som är det viktigaste.

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.

– Företaget kommer inte att göra skillnad om de som jobbar där inte gör skillnad och vill förändra, säger han.

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