Suppose that x 1 , x 2 ,... is a sequential sample from an N(, 1) distribution

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Suppose that x1, x2,... is a sequential sample from an N(θ, 1) distribution and it is desired to test H0 : θ = θ0 versus H1 : θ ≠ 0o. The experimenter reports that he used a proper stopping rule and obtained the data 3, -1, 2, 1.

(a) What could a frequentist conclude? 

(b) What could a Bayesian conclude?

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