0
Hallo Freunde, ich habe folgende Menge gegeben:
![](data:image/png;base64,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)
Grafisch sieht das so aus:
![](data:image/png;base64,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)
Nun sollen die Randpunkte dieser Menge beschrieben werden. Ich bin mir nicht ganz sicher, welche dieser beiden Optionen richtig ist. Der Unterschied liegt doch allein am Punkt unten links an der Ecke des Vierecks richtig? Gehört dieser Punkt zu den Randpunkten oder nicht?
![](data:image/png;base64,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)
Danke und LG
Grafisch sieht das so aus:
Nun sollen die Randpunkte dieser Menge beschrieben werden. Ich bin mir nicht ganz sicher, welche dieser beiden Optionen richtig ist. Der Unterschied liegt doch allein am Punkt unten links an der Ecke des Vierecks richtig? Gehört dieser Punkt zu den Randpunkten oder nicht?
Danke und LG
Diese Frage melden
gefragt
felix1220
Student, Punkte: 119
Student, Punkte: 119
─ felix1220 19.04.2021 um 12:59