Question: A B C D E F G H The distribution of the SAT scores in math for an incoming class of business students has a

A B C D E F G H The distribution of the SAT

A B C D E F G H The distribution of the SAT scores in math for an incoming class of business students has a mean of 590 and standard deviation of 22. Assume that the scores are normally distributed. 1 2 a. find the probability that an individual's SAT score is less than 550 3 b. find the probability that an individual's SAT score is between 550 and 600. 4 c. find the probability that an individual's SAT score is greater than 620 5 d. the SAT score that the upper 10% of students achieve 6 7 Mean 590 8 Standard Deviation 9 10 a. P(X620) 15 SAT score (upper 10% of students achieve) 16 d. 17 18 19 20 21

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