☆ Mascha will eine 2 m lange Holzlatte in [math]\frac{1}{2}[/math] m lange Bretter zerschneiden.[br]Beschreibe, wie sich die Anzahl der Bretter ändert, wenn die Bretter nur halb so lange sind. [br]
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[/img][img]data:image/png;base64,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[/img][br]Mascha kann 4 Bretter zu jeweils [math]\frac{1}{2}[/math] m zuschneiden.[br]Da die zugeschnittenen Bretter kürzer sind, muss die Anzahl der Bretter größer sein. [br][b]Sind die Bretter nur halb so lange, verdoppelt sich die Anzahl der Bretter (8 Stück statt 4 Stück). [/b][br]Du siehst also, dass das Ergebnis einer Division größer wird, wenn der Divisor kleiner wird.