0
Hallo
Ich habe eine Frage zu dieser Aufgabe:
![](data:image/png;base64,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)
Ich weiss, dass ich diese Formel verwenden muss:
f(t)=A+b^t
Ich bin aber ein wenig verrirt was ich wo und warum einsetzen muss.
Vielen Dank im Vorraus für die Hilfe!
Ich habe eine Frage zu dieser Aufgabe:
Ich weiss, dass ich diese Formel verwenden muss:
f(t)=A+b^t
Ich bin aber ein wenig verrirt was ich wo und warum einsetzen muss.
Vielen Dank im Vorraus für die Hilfe!
Diese Frage melden
gefragt
cosima2007
Punkte: 34
Punkte: 34