0
Grundsätzlich ist klar wie man zeigt das eine Menge ein Untervektorraum ist, auch klar ist das Polynome einen Vektor bilden können. Bei der folgen Definition einer Menge stehe ich nur sehr auf dem Schlauch.
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)
Für einen Anstatz wäre ich sehr dankbar.
Für einen Anstatz wäre ich sehr dankbar.
Diese Frage melden
gefragt
user2dbf5a
Punkte: 10
Punkte: 10
@mikn achso du meinst die Rede ist nicht von einem Polynom sondern von allen Polynomen höchsten dritten grades ?
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user2dbf5a
06.07.2022 um 05:29
@cauchy also die Aufgabenstellung lautet: Entscheiden Sie welche der folgenden Teilmengen Unterräume von R_3[x] sind. Zu zeigen ist also das die Null in in der Menge enthalten ist und dass diese bezüglich der Addition und Multiplikation abgeschlossen Ist. Für letzteres haben wir zwei Elemente aus der Menge addiert und eines davon mit einem Lambda multipliziert und wenn der daraus entstehende Ausdruck mit den Bedingungen in der Definition der Menge konform ist, ist das Ergebnis teil der Menge ist. Die Bedingungen für die Mengen bestand aber sonst aus Angaben zu x1, x2, .... und jetzt bin ich bisschen lost was ich mit a bis d machen soll. Ich weiß das ich ein Vektor bilden kann mit den Vorzeichen/Werten der einzelnen Monome.
─ user2dbf5a 06.07.2022 um 05:45
─ user2dbf5a 06.07.2022 um 05:45
Okay, wenn du mit Vektorschreibweise besser kannst, schreibe im ersten Versuch statt \(ax^3+\ldots+d\) einfach \((a,b,c,d)\)
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mathejean
06.07.2022 um 09:00