Von einer ganzen Torte wurden schon 3 Viertelstücke gegessen. [br]Gib an, wie viel Torte noch übrig ist.[br][br][img]data:image/png;base64,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[/img][br][br]
Es ist noch 1 Viertelstück der Torte übrig. [br]Zugehörige Rechnung: [br][math]1-\frac{3}{4}=\frac{1}{4}[/math] oder [math]1-\frac{1}{4}=\frac{4}{4}-\frac{3}{4}=\frac{1}{4}[/math][br]