Signifikante Aussagen

Was bedeutet ein "signifikantes" Ergebnis auf einem Signifikanzniveau von 5% ?
Begründungen
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1.
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[/img]
Zu welcher Aufgabe gehört die Antwort?
1.) 0,04[br]2.) 0,6 (k=16)[br]3.) 0,7; 0,8 bzw. k=14; k=16[br]4.) 0,11[br]5.) 0,23[br]6.) 0,96[br]7.) mögliche Werte k=12; 16
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