0
Hallo zusammen,
Ich habe bezühglich dieser Aufgabe eine Frage:
![](data:image/png;base64,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)
U1 ist erfüllt.
Bei U2 meine ich: wenn x_2 >= x_3 und y_2 >= y_3 dann folgt x_2 + y_2 >= x_3 + y_3 ??
Bei U3 meine ich: c*(x_2 >= x_3) = cx_2 >= cx_3 und somit allgemein erfüllt?
M ist also Untervektorraum?
Ich habe bezühglich dieser Aufgabe eine Frage:
U1 ist erfüllt.
Bei U2 meine ich: wenn x_2 >= x_3 und y_2 >= y_3 dann folgt x_2 + y_2 >= x_3 + y_3 ??
Bei U3 meine ich: c*(x_2 >= x_3) = cx_2 >= cx_3 und somit allgemein erfüllt?
M ist also Untervektorraum?
Diese Frage melden
gefragt
geronimo0815
Student, Punkte: 31
Student, Punkte: 31
vielen Dank für die Antwort! Ich habe sie leider vorher übersehen.
Bei c<0 gilt U3 natürlich nicht und M ist daher kein Untervektorraum. ─ geronimo0815 03.11.2022 um 20:49