★★☆[br]✋Du benötigst: Geodreieck, Bleistift.[br]Zeichne ein beliebig großes, rechtwinkliges Dreieck in dein Heft.[br]Zeichne anschließend auch die Kathetenquadrate und das Hypotenusenquadrat ein.[br]Miss die Längen des Dreiecks und berechne die Flächeninhalte der Quadrate.[br]Vergleiche die Summe der Flächeninhalte der Kathetenquadrate mit dem Flächeninhalt des Hypotenusenquadrats. Überprüfe, ob der Satz des Pythagoras gilt.[br](Beachte, dass du die Längen des Dreiecks nicht zu groß wählst, damit die Seitenquadrate auf deiner Seite auch noch Platz haben.)
[br]zum Beispiel:[br]a = 2,4 cm, b = 4,5 cm, c = 5,1 cm[br]a² = 2,4² = 5,76 cm²[br]b² = 4,5² = 20,25 cm²[br]c² = 5,1² = 26,01 cm²[br][br]5,76 + 20,24 = 26,01[br][br]Also gilt: a² + b² = c²[br][br]Da die Summe der Flächeninhalte der Kathetenquadrate gleich groß wie der Flächeninhalt des Hypotenusenquadrats ist, gilt der Satz des Pythagoras für dieses Dreieck.[br][br][img]data:image/png;base64,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[/img]