Met welke van de gegeven figuren kan je de oppervlakte A van het parallellogram berekenen? 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[/img]
Cora berekent de oppervlakte van het parallellogram met de figuren A[sub]1[/sub], A[sub]2[/sub] en A[sub]3[/sub].[br]Hoe doet ze dat?[br][img]data:image/png;base64,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[/img]