0
Warum ist das Intrgal eines allegmeinen Graphen von f gleich Null?
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)
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)
Lösung:
![](data:image/png;base64,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)
Die Frage stellt sich nach wie vor: warum ist das Integral eines allgemeinen Graphen gleich Null.
EDIT vom 30.03.2023 um 15:47:
Aufgabe:Lösung:
Die Frage stellt sich nach wie vor: warum ist das Integral eines allgemeinen Graphen gleich Null.
Diese Frage melden
gefragt
sammy
Student, Punkte: 10
Student, Punkte: 10
Poste bitte keine aus dem Zusammenhang gerissene Schnipsel, sondern die ganze Rechnung (oben "Frage bearbeiten").. Noch besser: Lies die ganze Rechnung, da wird nämlich was dazu stehen.
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mikn
30.03.2023 um 15:33
Aus diesen Angaben lässt sich das nicht erkennen. Auch nicht, warum $\int f(x+a)\, dx=\int f(x)+a\, dx$ sein soll. Es müsste daher weiter oben noch was zu $f$ stehen.
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mikn
30.03.2023 um 15:53
Danke für diesen Impuls!!!! Ja es steht eine Information weiter oben :(: Nämlich dass das Integral der Funktion von -2 bis 4 gleich Null ist.
─ sammy 30.03.2023 um 16:00
─ sammy 30.03.2023 um 16:00
Dann ist in der Lösung ein Fehler...
─
fix
30.03.2023 um 16:07
Ja, der Anfang der Lösung ist dann bez. der Klammer falsch.
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mikn
30.03.2023 um 16:12