Suppose we have a dataset
0 3 6
which is the realization of a random sample from a distribution function F. If we estimate F by the empirical distribution function, then according to the bootstrap principle applied to the centered sample mean X3− µ, we must replace this random variable by its bootstrapped version X∗3– x*3. Determine the possible values for the bootstrap random variable X¯ ∗ 3 − x¯3 and the corresponding probabilities
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