DISTRIBUTION
1:normalpdf(x[,mean,standard deviation])
normal probability density function
2:normalcdf(lower bound,upper bound[,mean, standard deviation])
normal cumulative distribution function (area under the curve)
3:invNorm(area[,mean,standard deviation])
normal distribution s x-value or z-score corresponding to a known area
4:invT(area, degrees of freedom inverse cumulative student-t probability
5:tpdf(x, degrees of freedom) probability density function
t probability density function
6:tcdf(lower bound, upperbound, degrees of freedom)
t cumulative distribution function (area under the curve)
7: 2pdf(x,degrees of freedom)
2 probability density function
8: 2cdf(lower bound,upperbound,degrees of freedom)
2cumulative distribution function (area under the curve)
9:Fpdf(x,numerator df,denominator degrees of f)
0:Fcdf(lowerbound,upperbound,numerator df,denominator df)
F distribution probability between upper and lower bound
A:binompdf(number of trials,probability[,successes])
binomial probability
B:binomcdf(number of trials,probability[,successes])
binomial cumulative probability
C:poissonpdf(mean,x) probability at x for the Poisson distribution
D:poissoncdf(mean,x) cumulative Poisson probability at x
E:geometpdf(probability,trial of first success)
geometric probability
F:geometcdf(probability,trial of first success)
geometric cumulative probability
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