Question: Consider the likelihood function f (x1, . . . , xn|) and suppose that is uniformly distributed over some interval (a, b). The posterior

Consider the likelihood function f (x1, . . . , xn|θ) and suppose that θ is uniformly distributed over some interval

(a, b). The posterior density of θ given X1, . . . , Xn equals

f(0|x1,...,xn) = f(xx)p(0) ff(x1,...,xn)p(0) de f(x1,...,x10) a

f(0|x1,...,xn) = f(xx)p(0) ff(x1,...,xn)p(0) de f(x1,...,x10) a

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