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TheBernoulli probability model Adiscrete randomvariable X with range {0, 1} is said to have a Bernoulli distributionwithparameter p,where 0

<1, if it hasprobabilitymassfunction p(x)= ) 1−px=0 px=1 or equivalently p(x)=p x (1 − p) 1−x ,x=0,1. (1) This is written X ∼ Bernoulli(p).Thesymbol‘∼’isread‘is distributed as’orsimply ‘is’. Themodel maybeappliedtothe outcome ofaBernoullitrial where the probabilityofobtainingthe outcome 1isequal to p.

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owner: Gavin - (no access) - m248_unit03_e2i1.pdf, p6


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