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u Normalverteilungsdichte
Mithilfe der Normalverteilungsdichte (-funktion) kann die Wahrscheinlichkeitsdichte einer
Normalverteilung in einem Intervall berechnet werden.
Führen Sie die folgende Tastenbetätigung im STAT-Menü (Listeneditor) aus.
5(DIST)
1(NORM)
2(Ncd)
• Für die Normalverteilungswahrscheinlichkeit können keine speziellen Grafiken erstellt
werden.
u Umkehrfunktion der Normalverteilung
Die Umkehrfunktion der Normalverteilungsfunktion dient zur Berechnung eines Wertes, der
die Position innerhalb einer Normalverteilung für eine vorgegebene Intervallwahrscheinlichkeit
darstellt.
Untere Integrationsintervallgrenze α = ?
Bestimmt die Wahrscheinlichkeit und Verwendung dieser Formel, um das Integrationsintervall
zu erhalten.
Führen Sie die folgende Tastenbetätigung im STAT-Menü (Listeneditor) aus.
5(DIST)
1(NORM)
3(InvN)
Area (Bereich) ............ Wahrscheinlichkeitswert (0 < Area < 1)
• Für die Umkehrfunktion können keine speziellen Grafiken erstellt werden.
f (x)dx = p
−∞
f (x)dx = p
−∞
6-7-3
Wahrscheinlichkeitsverteilungen
171


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