Übertrage die Definition des Neigungswinkels zwischen zweier Ebenen in dein Heft (Seite 151 oberer Kasten).
[br][list][*]finde die Schnittgerade (rot)[/*][*]finde eine Gerade in der ersten Ebene, die auf der Schnittgeraden senkrecht steht[/*][*]finde eine Gerade in der zweiten Ebene, die auf der Schnittgeraden senkrecht steht[br][/*][/list][math]\Longrightarrow[/math] der Winkel zwischen den beiden Geraden ist der [b]Neigungswinkel[br][br][/b]Verändere in der untenstehenden Abbildung den Schiebregler und beobachte, wie sich der Neigungswinkel der Ebenen verändert.[br][br]
Zeichne den Neigungswinkel, den die Diagonalebene EFCD mit der Grundfläche ABCD einschließt, ein.[br][img]data:image/png;base64,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[/img]
Berechne den Neigungswinkel, den die Diagonalebene mit der Grundfläche ABCD einschließt.
[img]data:image/png;base64,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[/img]