10. Let X1, X2... be a sequence of independent uniform (0, 1) random varia For a fixed...
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10. Let X1, X2... be a sequence of independent uniform (0, 1) random varia For a fixed constant
c, define the random variable N by
$$N = min(n: X_n > c)$$
Is N independent of Xy? That is, does knowing the value of the first ran variable that is greater than e affect the probability distribution of when random variable occurs? Give an intuitive explanation for your answer
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