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Determine the likelihood function and a minimal sufficient

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Suppose that (x1,..., xn) is a sample from the Bernoulli(θ) distribution, where θ ∈ [0, 1] is unknown. Determine the likelihood function and a minimal sufficient statistic for this model. (Hint: Use the factorization theorem and maximize the logarithm of the likelihood function.)

Reference no: EM132372835

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