Question: Extra Credit I - Normal Distribution (110.0 points)
The law firm of Dewey, Cheetham, and Howe has a pool of candidates wishing for internship in the law firm. The law firm has decided to test each candidate on his or her ability to win a nuisance lawsuit. Candidates who score in the top 33% will be given an internship. The law firm has issued similar tests in the past and knows that the average score is 80 (out of 100), the standard deviation is 10, and that test scores are normally distributed. What is the minimum score that a candidate must earn in order to place in the top 33%?HINT: In a normal situation, you would be given the x-value and would determine the area under the normal curve. Here, you are given the area under the normal curve and must determine the x-value.

1. 81.25
2. 84.40
3. 86.30
4. 88.60

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