Ergänzungswinkel

Kahoot! zur Annäherung: Winkel an parallelen Geraden
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[/img][br][br][b]Dein Lehrer kann dieses Kahoot! mit dir spielen: [/b][url=https://create.kahoot.it/details/121939fa-6e08-40e9-bc76-806a3c980f4d][b]Link für "Kahoot!-Hosts"[/b][br][/url][i](Tipps für Einstellungen: Fragen und Antworten anzeigen + Antworten zufällig anordnen)[br][br][br][br][/i][size=150]Aufgabe 1: [/size][br][br][b]a) Bewege den [color=#ff00ff]Punkt P[/color] so, dass die Gerade h parallel zur Geraden g ist.[/b][br][br]b) [b]Betrachte die Maße der Winkel[/b] und finde einen Zusammenhang für den Fall, dass die Geraden g und h parallel zueinander sind.
[br] [br] [br][size=150]Aufgabe 2: Formuliere einen Merksatz[/size][br][u][b]Die markierten Winkel nennt man Ergänzungswinkel.[/b][/u][br][img]data:image/png;base64,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[/img][br][br][size=150][size=100][b]Formuliere einen Merksatz zu "Ergänzungswinkel an parallelen Geraden". [/b][i]Die Frage ist hierbei: "Wie hängen Ergänzungswinkel rechnerisch zusammen?"[/i][/size][/size][br][br][i]Du kannst folgenden Wort-Pool verwenden: [br]"ergeben zusammen" - "Maße" - "Ergänzungswinkel" [/i]
[br] [br] [br][size=150]Aufgabe 3: [/size][br][b]Begründe[/b] mit Hilfe des Bildes den Zusammenhang [math]\bold{\alpha+\beta=180°}[/math] .[br][i](Verwende die Stifteingabe oder ein Textfeld.)[/i]
Lösung A3:
[br] [br][size=150]Aufgabe 4:[/size][br][b]Bestimme das Winkelmaß [/b][math]\alpha[/math][b] und wähle die korrekte Begründung.[br][/b][img]data:image/png;base64,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[/img]
[size=150]Aufgabe 5:[/size][b][br]Bestimme das Winkelmaß [/b][math]\alpha[/math][b].[br][/b][img]data:image/png;base64,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[/img]
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