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statistics q: We observe i.i.d. samples {Xi};1 from N (,u, 4) with unknown p. E R. 1. Construct a one-sided 95% condence interval of ,u

statistics q:

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We observe i.i.d. samples {Xi};1 from N (,u, 4) with unknown p. E R. 1. Construct a one-sided 95% condence interval of ,u that has the form [(1, +00) for some a E R computed from the data. 2. Suppose that i 2:; X1; = 1 and the condence interval in Part 1 does not cover 0. What is the smallest integer n to make this happen

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