★★★[br]Selina hat die Rechnung [math]9,8-\left(0,3+2,7·1,5\right)+4=[/math] falsch ausgeführt. [br]Betrachte Selinas Rechenweg und beschreibe, welche beiden Fehler Selina unterlaufen sind. [br]Berechne das richtige Ergebnis. 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[/img]
[br]Selina hat die KlaPuStri Regel und die Rechenrichtung nicht beachtet. [br]In der Klammer hat Selina die Strichrechung vor der Punktrechnung ausgeführt. [br]Danach hat Selina zuerst [math]4[/math] zum Ergebnis in der Klammer addiert, bevor sie die Subtraktion in Rechenrichtung ausgeführt hat. [br][br]Das richtige Ergebnis wird folgendermaßen berechnet: 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[/img][br]