0
Hallo, ich und ein Kollege haben diese Aufgabe gerechnet und meinen, dass die Lösung (2.Bild) falsch ist. Bild 3 ist unsere Lösung. Könnte das vllt. jemand nachrechnen und sagen ob wir recht haben?
![](data:image/png;base64,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)
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)
Diese Frage melden
gefragt
marian308
Punkte: 63
Punkte: 63
Da haben wir gar nicht drüber nachgedacht. Probieren wir später, danke.
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marian308
11.08.2021 um 15:14