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2: Normalcdf Berechnet für eine normalverteilte
Zufallsgröße die kumulierte
Wahrscheinlichkeit für den Bereich
zwischen einer anzugebenden Untergrenze
(LOWERbnd) und einer Obergrenze
(UPPERbnd) für den anzugebenden
Mittelwert my und die Standardabweichung
sigma. Die Standardwerte sind: my=0;
sigma=1; LOWERbnd = M1
E99; UPPERbnd
= 1
E99. Hinweis: M1E99 entspricht 1E99
Munendlich bis unendlich.
3: invNorm Berechnet die inverse kumulative
Normalverteilungsfunktion für eine
bestimmte Fläche unter der
Normalverteilungskurve, die durch den
Mittelwert my und die Standardabweichung
sigma festgelegt ist. Die Funktion berechnet
für eine einzugebende Flächengröße die
zugehörige obere Grenze x. 0 {Dabei muss
für die Fläche gelten: Fläche { 1. Die
Standardwerte sind Fläche=1, my=0 und
sigma=1.
4: Binompdf Berechnet die Wahrscheinlichkeit für genau
x Erfolge bei einer Binomialverteilung mit
einer anzugebenden Anzahl der Stufen n
(numtrials) und einer
Erfolgswahrscheinlichkeit (p) . x ist eine
nicht-negative ganze Zahl und kann mit den
Optionen SINGLE (einzelner Wert), LIST
(Liste) oder ALL (Liste aller
Wahrscheinlichkeiten von 0 Erfolgen bis n
Erfolgen, n = numtrials) eingegeben
werden. 0{Dabei muss für p { 1 gelten. Die
Wahrscheinlichkeitsdichtefunktion (pdf)
lautet:
42


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