0
Hallo, ich habe folgende Aufgabe bekommen, bin mir aber nicht sicher, wie ich diese lösen soll.
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)
Bei der a) habe ich einen Ansatz / sie gelöst bekommen, indem ich die drei Untervektorraum kriterien untersucht habe, also
![](data:image/png;base64,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)
Dabei kam ich auf das Ergebnis, dass U1 ein Unterraum von M ist
Wie kann ich nun die Kriterien bei der b), c) und d) untersuchen? :)
Bei der a) habe ich einen Ansatz / sie gelöst bekommen, indem ich die drei Untervektorraum kriterien untersucht habe, also
Dabei kam ich auf das Ergebnis, dass U1 ein Unterraum von M ist
Wie kann ich nun die Kriterien bei der b), c) und d) untersuchen? :)
EDIT vom 30.11.2022 um 14:37:
Zur b)
Diese Frage melden
gefragt
linkwaves
Student, Punkte: 10
Student, Punkte: 10
Das geht genauso. Versuchs mal und lade deine Rechnungen hoch. Gilt der Punkt 3 wirklich für $U_1$?
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cauchy
30.11.2022 um 13:22
Also ich habe mich mal mit der b) befasst, ab einem Punkt im dritten Schritt wusste ich aber nicht mehr weiter
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linkwaves
30.11.2022 um 14:38
A) ist falsch! Schaue kommentar von cauchy
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mathejean
30.11.2022 um 19:15