★☆☆ [br]✋ Du benötigst: Bleistift, Geodreieck, Zirkel[br]Konstruiere ein Parallelogramm mit folgenden Bestimmungsstücken: [br]a = 7 cm [br]b = 4 cm [br][math]\alpha[/math] = 45°[br]Zeichne dann die zugehörigen Höhen h[sub]a[/sub] und h[sub]b[/sub] auf die Seiten a und b ein und miss diese ab.
[br][img]data:image/png;base64,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[/img][br]Überprüfe deine Konstruktion: h[sub]a[/sub] [math]\approx[/math] 2,7 cm und h[sub]b[/sub] [math]\approx[/math] 5 cm