Externt kapital: Se upp med fällorna vid anskaffning av

Extern kapital Behovet av externt kapital är något som vd och ägare inte sällan möter när ambitionen är att växa eller att utveckla företaget eller att bara som nu hantera kapitalbehov utifrån Corona-situationen. Om det ska ske via riskkapital eller lån kräver en tydlig analys.

Externt kapital: Se upp med fällorna vid anskaffning av
Det krävs en tydlig analys kring externt kapital.

Situationen där ett företag kan behöva kapitaltillskott genom externt kapital varierar. Det kan handla om en start up som vill växa snabbt, ett företag som vill utveckla nya produkter eller ett nytt ben som behöves för att komplettera en befintlig verksamhet. Det viktiga i sammanhanget är att ha en tydlig strategi ifall behovet skulle uppkomma och att skapa en företagsstruktur som är gynnsam. Det menar Martin Sand och Julia Gustafsson, skatterådgivare på Grant Thornton.

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.

– Situationen kan variera väldigt mycket och vilka vägar man väljer kan vara rätt olika, konstaterar Martin Sand. Det gäller att i tid ha skapat en anpassningsbar struktur på verksamheten.

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