Let X be the average variable of a random sample size n from a distribution with mean μ and variance 0<σ^2<infinity.
Let c be the probability that the random interval (X-1/2, X+1/2) contains μ. Determine the relationship between n and c.
Let X be the average variable of a random sample size n from a distribution with mean μ and variance 0<σ^2<infinity.
Let c be the probability that the random interval (X-1/2, X+1/2) contains μ. Determine the relationship between n and c.