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[/img][br][br]Bewege den Punkt C[sub]n[br][/sub]Was stellst du fest? Beantworte die unten stehenden Fragen.
Wie verändert sich die Höhe h?
Wie verändert sich der Flächeninhalt A?
Unter den Dreiecken gibt es zwei Dreiecke, die rechtwinklig bei A bzw. bei B sind. [br]Gib die x-Werte an (gerundet auf eine Stelle nach dem Komma)
[size=85]x[sub]1[/sub]= -2,5[br]x[sub]2[/sub]=2,5[/size]