0
Hallo
Ich komme hier nicht ganz weiter:
![](data:image/png;base64,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)
Ich habe die Gleichung schon aufgestellt, aber habe nun Probleme beim Vorgehen der Auflösung.
(1/4)A = A x b^2
Kann mir jemand helfen? Danke.
Ich komme hier nicht ganz weiter:
Ich habe die Gleichung schon aufgestellt, aber habe nun Probleme beim Vorgehen der Auflösung.
(1/4)A = A x b^2
Kann mir jemand helfen? Danke.
Diese Frage melden
gefragt
cosima2007
Punkte: 34
Punkte: 34
zuerst solltest du an den Überschriften deiner Fragen etwas ändern, "Zerfall" passt sicherlich nicht.
Zur Aufgabe: Zeig 'mal, wie weit du kommst, dann erarbeiten wir die Lösung gemeinsam. ─ mpstan 15.04.2024 um 09:54
Zur Aufgabe: Zeig 'mal, wie weit du kommst, dann erarbeiten wir die Lösung gemeinsam. ─ mpstan 15.04.2024 um 09:54
meines Wissens nach müsstest du nach B auflösen.
In diesem Fall wäre es also gut erstmal A auf die andere Seite zu bringen!
LG ─ geo.huhu 15.04.2024 um 09:53