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Zuletzt geändert von Stephanie Wietzorek am 2026/02/04 13:14
Von Version 48.1
bearbeitet von Stephanie Wietzorek
am 2026/02/04 13:51
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Auf Version 35.1
bearbeitet von Stephanie Wietzorek
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13 13  1. Prüfe, ob es sich bei der Figur um ein Paralelogramm handelt.
14 14  {{/aufgabe}}
15 15  
16 -{{aufgabe id="Strahlensatz überprüfen" afb="III" kompetenzen="K1,K2, K5" quelle="Simone Kanzler, Stephanie Wietzorek" zeit="8" cc="by-sa" tags=""}}
17 -[[image:StrahlensatzA.svg||width=600]]
18 -Begründe mit Hilfe des 2. Strahlensatzes, dass gilt: {{formula}} \frac{a}{a+b}=\frac{x}{y}{{/formula}} und {{formula}} \frac{c}{c+d} \neq \frac{x}{y}{{/formula}}
19 -{{/aufgabe}}
20 20  
21 21  {{aufgabe id="Einstiegsaufgaben Strahlensätze" afb="III" kompetenzen="K1,K4,K5" quelle="Verena Schmid, Cinzia Moser" zeit="35" cc="by-sa" tags=""}}
22 22  In einer Zeichnung schneiden sich zwei Geraden in einem Punkt S. Von dort aus gehen zwei Strahlen nach rechts auseinander. Auf ihnen liegen die Punkte:
StrahlensatzA.ggb
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StrahlensatzA.svg
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