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Raumgeometrie (Klasse 9bd)
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1. Neigungswinkel Gerade-Ebene
- 1. Neigungswinkel zwischen Gerade und Ebene
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2. Neigungswinkel Ebene-Ebene
- 2. Neigungswinkel zweier Ebenen
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3. Anwendungsbeispiel: Pyramide
- Anwendungsbeispiel: Pyramide
- Anwendungsbeispiel: Berechnungen an der Pyramide
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4. Schrägbilder
- Schrägbilder
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5. Schrägbilder Übung
- Schrägbilder Übung 1
- Schrägbilder Übung 2
- Schrägbilder Übung 3
- Schrägbilder Übung 4
- Schrägbilder Übung 5
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6. Link zu "Pythagoras im Raum"
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Raumgeometrie (Klasse 9bd)
herr-fischer, Ursula Bauer, Apr 22, 2021
Raumgeometrie (9bd)
Table of Contents
- Neigungswinkel Gerade-Ebene
- 1. Neigungswinkel zwischen Gerade und Ebene
- Neigungswinkel Ebene-Ebene
- 2. Neigungswinkel zweier Ebenen
- Anwendungsbeispiel: Pyramide
- Anwendungsbeispiel: Pyramide
- Anwendungsbeispiel: Berechnungen an der Pyramide
- Schrägbilder
- Schrägbilder
- Schrägbilder Übung
- Schrägbilder Übung 1
- Schrägbilder Übung 2
- Schrägbilder Übung 3
- Schrägbilder Übung 4
- Schrägbilder Übung 5
- Link zu "Pythagoras im Raum"
1. Neigungswinkel zwischen Gerade und Ebene
1. Definition: Neigungswinkel einer Geraden g gegen eine Ebene E
Übertrage die Definition aus dem Buch Seite 150 in dein Heft und ergänze entsprechend die Skizze in deinem Hefteintrag.
2. Neigungswinkel: Beispiel
Gib an, welche Darstellung richtig ist, um den Neigungswinkel [math]\alpha[/math] zwischen Gerade und Ebene einzuzeichnen.
3. Beispiel: Quader
Zeichne den Neigungswinkel ein, den die Raumdiagonale [EC] mit der Grundfläche ABCD einschließt. Die Maße des folgenden Quaders stehen in deinem Heft...[br][img]data:image/png;base64,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[/img]
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[/img]
4. Berechnung des Neigungswinkels
Berechne am obigen Beispiel, den Neigungswinkel, den die Raumdiagonale [EC] mit der Grundfläche ABCD einschließt.
[img]data:image/png;base64,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[/img]
2. Neigungswinkel zweier Ebenen
1. Definition des Neigungswinkels zwischen zwei Ebenen
Übertrage die Definition des Neigungswinkels zwischen zweier Ebenen in dein Heft (Seite 151 oberer Kasten).
2. Den Neigungswinkel findest du so:
[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]
3. Beispiel Quader,
Zeichne den Neigungswinkel, den die Diagonalebene EFCD mit der Grundfläche ABCD einschließt, ein.[br][img]data:image/png;base64,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[/img]
4. Beispiel Quader
Berechne den Neigungswinkel, den die Diagonalebene mit der Grundfläche ABCD einschließt.
[img]data:image/png;base64,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[/img]
Anwendungsbeispiel: Pyramide
[b]Neigungswinkel[/b][b] zwischen Grundfläche und Seitenfläche einer Pyramide[/b][br]
Klicke die Button durch.
Schrägbilder
Ein Kantenmodell wirft im Lichtkegel ein Schattenbild:
Das entstandene Schattenbild nennt man Schrägbild:
[br][list][size=150][*][color=#ff0000][b]Strecken, Flächen und Winkel, die parallel zur Zeichenebene verlaufen, erscheinen im Schrägbild in wahrer Größe.[/b][/color][/*][*][color=#ff0000][b]Strecken, die senkrecht zur Zeichenebene verlaufen, erscheinen im Schrägbild verzerrt und verkürzt.[/b][/color][/*][/size][/list][br] [br][b]So kannst du einen Körper (z.B. Pyramide, Prisma) auf der Zeichenebene (z.B. deinem Heft) räumlich darstellen:[br][/b] [br]
Musteraufgabe 1:
[code][/code]Das Rechteck ABCD mit dem Diagonalenschnittpunkt M ist Grundfläche der Pyramide ABCDS mit der Höhe [math] \overline{MS}[/math]. Zeichne für[math] |\overline{AB}|=7\,cm[/math], [math] |\overline{BC}|=5\,cm[/math] und [math] |\overline{MS}|=8\,cm[/math] das Schrägbild der Pyramide.[br]Es gilt ω = 45°, q = 0,5 und AB ist die Schrägbildachse.[br]
Bewege den Schieberegler Schritt für Schritt. (Längenangaben in cm)
Musteraufgabe 2:
[size=100]Das gleichseitige Dreieck ABC ist Grundfläche der Pyramide ABCS mit der Höhe [math] \overline{AS}[/math]. [br]Zeichne für [math] |\overline{AB}|=7cm[/math] und [math] |\overline{AS}|=8cm[/math] das Schrägbild der Pyramide.[br]Es gilt ω = 45°, q = 0,5 und AB ist die Schrägbildachse.[br][br][/size]
Klicke die Schaltflächen schrittweise an. (Längenangaben in cm)
Schrägbilder Übung 1
Aufgabe 1
Das Drachenviereck ABCD ist die Grundfläche der Pyramide ABCDS. Der Punkt M ist der Diagonalenschnittpunkt der Grundfläche. [br]Zeichne das Schrägbild der Pyramide ABCDS mit der Höhe [math]|\overline{MS}|=7\,cm[/math].[br]Es gilt: [math]|\overline{AC}|=12\,cm, \:|\overline{AM}|=4\,cm,\:|\overline{BD}|=8\,cm [/math].[br]Für die Zeichnung gilt: AC ist Schrägbildachse; [math]\omega[/math]=45°; q=0,5.[br][br]Zeichne im Heft [icon]/images/ggb/toolbar/mode_pen.png[/icon].
Lösung: Klicke die Konstruktion mit >> durch.
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