0
Hi zusammen,
In gelb oben sieht ihr die Aufgabenstellung. Ich habe versucht, die erste Ableitung zu bilden und habe dafür als erstes den Bruch umgeschrieben. Anschliessend habe ich die erste Ableitung gebildet indem ich den Exponenten "-1" mit 48 mutipliziert habe. Danach habe ich den Exponenten um 1 reduziert ((-1) -1 = -2). In der Lösung steht jedoch am ende der Rechnung ein "2x". Woher kommt das, resp. was ist in meiner Rechung falsch? Vielen lieben Dank bereits jetzt für eure Antwort!
![](data:image/png;base64,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)
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)
Lösung:
In gelb oben sieht ihr die Aufgabenstellung. Ich habe versucht, die erste Ableitung zu bilden und habe dafür als erstes den Bruch umgeschrieben. Anschliessend habe ich die erste Ableitung gebildet indem ich den Exponenten "-1" mit 48 mutipliziert habe. Danach habe ich den Exponenten um 1 reduziert ((-1) -1 = -2). In der Lösung steht jedoch am ende der Rechnung ein "2x". Woher kommt das, resp. was ist in meiner Rechung falsch? Vielen lieben Dank bereits jetzt für eure Antwort!
Lösung:
Diese Frage melden
gefragt
spamaloft
Punkte: 10
Punkte: 10