Suppose you wanted to evaluate the performance of the three judges in Smallville, Texas: Judge Adams, Judge Brown, and Judge Carter. Over a three-year period in Smallville, Judge Adams saw 27% of the cases, Judge Brown saw 31% of the cases, and Judge Carter saw the remainder of the cases. 5% of Judge Adams' cases were appealed, 7% of Judge Brown's cases were appealed, and 9% of Judge Carter's cases were appealed. (See the case problem on pages 216-218 of your textbook for a similar problem.) Given a case from this three-year period was not appealed, what is the probability the judge in the case was not Judge Brown? Question 1 Of 46 bank accounts at a small bank, 25 accounts have values of less than $1,000 and the rest have values of at least $1,000. Suppose 4 accounts are randomly sampled (See exercise 9 on page 184 of your textbook for a similar problem.) What is the probability that exactly 3 of the 4 accounts have values of at least $1,000?
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