Faul mit Paul: Gleichungen lösen

Bei manchen Beispielen müssen Brüche in ein Eingabefeld eingegeben werden. [br]Wenn du eine Erklärung brauchst, öffne dazu das FLINKe Bedienungs-Buch: [url=https://www.geogebra.org/m/gzmmtnn6#material/mvcqbqya]Bruch-Eingabe[/url].
★☆☆ [br]Wie lautet die Lösung der Gleichung?[br]Löse die folgende Gleichung mithilfe von Äquivalenzumformungen:[br][br][math]-6x+21=-33[/math]
★★☆ [br]Simon hat die Gleichung [math]-8x+120=32[/math] gelöst. Dabei ist Simon ein Fehler unterlaufen.[br][br][img]data:image/png;base64,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[/img][br][br]Beschreibe den Fehler und löse die Gleichung mithilfe von Äquivalenzumformungen richtig.
★★☆ [br]Antonia hat versucht, die Gleichung [math]3b-6=18[/math] mithilfe von möglichst wenigen Äquivalenzumformungen zu lösen. [br]Antonia ist dabei jedoch ein Denkfehler passiert.[br][br][img]data:image/png;base64,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[/img][br][br]Beschreibe den Fehler und stelle Antonias Gedankengang richtig. [br]Löse die Gleichung.
★★☆ [br]Niki löst die folgende Gleichung: [math]38-5y=8[/math].[br][img]data:image/png;base64,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[/img][br][br]Bei Nikis Lösung bleibt [math]y[/math] auf der rechten Seite der Gleichung stehen.[br]Hat Niki die Gleichung richtig gelöst? Begründe.
Luk

Information: Faul mit Paul: Gleichungen lösen