題組內容

2. (10%) Suppose that a random sample is to be taken from a Bernoulli distribution for which the value of the parameter p is unknown. Suppose also that it is believed that the value of p is in the neighborhood of 0.2.

b. How large a random sample must be taken in order that $E(|\bar{X}_n - p|^2 \leq 0.01)$ when p=0.2?

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題組內容

b. How large a random sample must be taken in order that $E(|\bar{X}_n - p|^2 \leq 0.01)$ when p=0.2?

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