can someone show me an explained example of probability distribution please?
\[P(X=x)=p^{x}(1-p)^{1-x}\] \[x\in\{0,1\}\] \[0\le p\le1\]
what does that all mean?
it is a bernoulli random variable
\[P(X=0)=(1-p)\] \[P(X=1)=p\]
what does everything resemble?
{0,1} is the sample space p is the probability of a 'success'
you ever study the binomial distribution?
honestly.. i can't answer that question.. but if i have then i don't remember it. Its been a few good years since a math course (actually so long i dont remember how to use the graphing calc anymore) but I have to have finite math in order to take my last class to finish my degree
ic... the Bernoulli distribution is probably the simplest discrete distribution.
whats the binomial distribution you were talking about?
a bernoulli dist is a binomial distribution with n=1 the dist is \[P(X=x)={n\choose x}p^x(1-p)^{n-x}\]
if n=1 you get bernoulli
lol im glad u understand.. math isnt my best subject
i appreciate your help though
sorry I couldn't be of more assistance.
your fine.. i understand a lil more than i did before i posted
good
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