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Algebrans fundamentalsats

Algebrans fundamentalsats säger att för ett polynom av grad där är komplexa konstanter, finns det alltid minst ett komplext nollställe dvs. en lösning till ekvationen Om man tar rötternas multiplicitet i beaktning, alltså om de t.ex. är dubbelrötter, kan man använda algebrans fundamentalsats för att bestämma antalet rötter till en polynomekvation.

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