Tangens - einfache Übung

Aufgabe 1
tan 13° = 0,23[br](im rechtwinkligen Dreieck ABC mit [math]\alpha=13°[/math] ist der Quotient [math]\frac{LängeGegenkathe}{LängeAnkathete}=0,23[/math] )[br][br][img 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[/img]
Aufgabe 2
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[/img]
Aufgabe 3: Anwendungsaufgabe
[size=150][b][color=#ff0000]Berechne die momentane Höhe h des Flugzeugs.[/color][/b] [color=#0000ff]Das Maß des Winkels der geradlinigen Startphase beträgt 18°. [color=#ff00ff]Die horizontal zurückgelegte Strecke beträgt 130 m.[/color][/color][/size][color=#0000ff][color=#ff00ff][br][color=#000000][br][img]data:image/png;base64,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[/img][br][/color][/color][/color]
Aufgabe 4 (vergleiche Musteraufgabe 1)
[b]Berechne c .[/b][br][br][img 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[/img]
Aufgabe 5 (vergleiche Musteraufgabe 2)
[img 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[/img]
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