Question: Two statisticians independently estimate the variance of the same normally distributed population, each using a random sample of size 10. One of their estimates is

Two statisticians independently estimate the variance of the same normally distributed population, each using a random sample of size 10. One of their estimates is 3.18 times as large as the other. In such situations, how likely is the larger estimate to be at least 3.18 times the smaller one?

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