Bei [url=https://www.geogebra.org/classic]GeoGebra Classic[/url] kann der Befehl [b]Integral(...)[/b] im Algebra- und CAS-Fenster verwendet werden,[br]in der [url=https://www.geogebra.org/calculator]Rechner Suite - GeoGebra[/url] nur im CAS-Fenster, dort gibt es auch [b]IntegralSymbolisch(...)[/b].
Was ist der Unterschied zwischen einer Stammfunktion und dem unbestimmten Integral?
Löse zwei der folgenden Teilaufgaben im [url=https://www.geogebra.org/classic]GeoGebra Classic[/url] eine im Algebrafenster die andere min CAS.[br][img]data:image/png;base64,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[/img][br][br]Speichere diese Aufgabe(n) als "geteilt" in deinem Profil, tippe deine Lösungen ins Antwortfeld und kopiere den link/die links zu deinen Aufgaben auch dazu (der könnte z.B. so aussehen: https://www.geogebra.org/m/cxu62vzh)
Löse zwei der folgenden Teilaufgaben mit [url=https://www.geogebra.org/calculator]Rechner Suite - GeoGebra[/url], eine mit Integral(), die andere mit IntegralSymbolisch()[br][img]data:image/png;base64,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[/img][br][br]Speichere diese Aufgabe wieder in deinem Profil als "geteilt", tippe deine Lösung ins Antwortfeld und kopiere den link zu deiner Aufgabe dazu. (Der könnte so aussehen: https://www.geogebra.org/m/ufprr7bt)
Löse zumindest zwei der folgenden Teilaufgaben in CAS ([url=https://www.geogebra.org/classic]GeoGebra Classic[/url] oder [url=https://www.geogebra.org/calculator]Rechner Suite - GeoGebra[/url])[br][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img][br]Tippe deine Antworten wieder unten ein und kopiere deinen link dazu ...