A random variable X which takes two values 0 and 1, with probabilities q and p respectively, i.e., P(X=1)=p, P(X=0)=q, q=1-p is called a Bernoulli variate and is said to have a Bernoulli distribution.
5.1.1 Moments of Bernoulli distribution.
The rth moment about origin is
μr’ = E(X r) = 0r . q+1r.p=p; r=1, 2,….
The moment generating function of Bernoulli variate is given by:
To Schedule a Theoretical Discrete Distributions tutoring session
To submit Theoretical Discrete Distributions assignment click here.
Online Statistics Help | Statistics Math Help | Statistics Probability Help | Statistics Help | College Statistics Help | Business Statistics Help | Elementary Statistics Help | Probability And Statistics Help | Statistics Tutor | Statistic Homework Help | Excel Help | Mathematica Help | Matlab Help | MegaStats Help | Minitab Help | PHStat2 Help | POM/QM Help | R Code And S-Plus Help | SAS Help | SPSS Help | Stata Help | TDISK Help | Tree Plan Help | Online Tutoring