Bruch in Dezimalzahl umrechnen

Rechne den Bruch [math]\frac{3}{5}[/math] in eine Dezimalzahl um.
Rechne den Bruch [math]\frac{3}{8}[/math] in eine Dezimalzahl um.
Melli will den Bruch [math]\frac{4}{20}[/math] in eine Dezimalzahl umrechnen. [br]Melli rechnet folgendermaßen: [br][br][img]data:image/png;base64,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[/img][br]Beschreibe, welcher Fehler Melli unterlaufen ist und stelle die Antwort richtig.
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Information: Bruch in Dezimalzahl umrechnen