Ablehnungsbereich Hypothesentest berechnen

Hier können Sie die Einteilung in Links oder Rechtsseitigen Hypothesentest üben, nach der Auswahl erscheint bei richtiger Entscheidung ein Vorschlag für den Ablehnungsbereich der Nullhypothese. [br][br]Die Wahrscheinlichkeit für den Fehler 1. Art, den sogenannten Alpha Fehler können Sie sich dann auch noch anzeigen lassen, üben Sie aber selbstständig das Nachschlagen im Tafelwerk oder das Berechnen mit dem Raschenrechner.
FRG 2023
Löse nun ohne das Applet:
Gib zu jeder Aufgabe den Wert für den Fehler 1. Art mit derGenauigkeit deines TR an. [br]Gib zu der Aufgabe die entsprechende Seite im Tafelwerk an. [br]Gib an ob es ein Links / oder rechtsseitiger Test ist. [br]Bestimme den maximalen Ablehnungsbereich der Nullhypothese. [br][img]data:image/png;base64,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[/img][br]
Löse nun ohne das Applet:
Gib zu jeder Aufgabe den Wert für den Fehler 1. Art mit derGenauigkeit deines TR an. [br]Gib zu der Aufgabe die entsprechende Seite im Tafelwerk an. [br]Gib an ob es ein Links / oder rechtsseitiger Test ist. [br]Bestimme den maximalen Ablehnungsbereich der Nullhypothese. [br][img]data:image/png;base64,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[/img][br]
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