1. Nebenwinkel und Scheitelwinkel

Zwei sich schneidende Geraden bilden eine [b]Geradenkreuzung[/b]. [br][br][br][size=150]Aufgabe 1.1[/size][br][br]Verändere die Geradenkreuzung und beobachte dabei die Winkel. Informiere dich über die Fachbegriffe, indem du den Schieberegler betätigst.
Aufgabe 1.2
Kreuze die richtigen Antworten an. Überprüfe dann deine Antwort.
Aufgabe 1.3
Ergänze nun die richtigen Sätze im nachfolgenden Hefteintrag in dein Theorieheft.[br][br][size=150][u][size=200]IV. Winkelbetrachtungen[/size][br]IV.1 Scheitel- und Nebenwinkel[/u][/size][br][br][table][tr][td][b]Scheitelwinkel[/b][/td][td][b]Nebenwinkel[/b][/td][/tr][tr][td][hier alle Sätze aus der vorherigen Aufgabe übernehmen, die [b]Scheitelwinkel [/b]betreffen][/td][td][hier alle Sätze aus der vorherigen Aufgabe übernehmen, die [b]Nebenwinkel [/b]betreffen][br][/td][/tr][tr][td][img]data:image/png;base64,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[/img][/td][td][img]data:image/png;base64,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[/img][/td][/tr][tr][td]Beispiel: [b][color=#f1c232]α = [/color][color=#f1c232]γ[/color][/b] sowie[b][color=#ff0000] [/color][/b][b][color=#ff0000]β = δ[/color][/b][br][/td][td]Beispiel: [b][color=#f1c232]α [/color][/b]+ [b][color=#ff0000]β[/color][/b] = 180°[/td][/tr][/table]
Aufgabe 1.4
Den folgenden Aufgaben beziehen sich auf die abgebildete Skizze.[br][br][img]data:image/png;base64,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[/img][br][br][b]a)[/b] α = 34°, β =
[b]b)[/b] α = 87°, γ =
[b]c) [/b]δ = 23°, α =
[b]d) [/b]δ = 89°, β =
Den folgenden Aufgaben beziehen sich auf die abgebildete 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[/img][br][br][b]e)[/b] Kreuze alle wahren Aussagen an:
[b]f)[/b] α = 31°, γ = 103°, β =
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Information: 1. Nebenwinkel und Scheitelwinkel