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All members of the junior class at a local high school took the PSAT exam. The distribution of the results of the mathematics section was found to be approximately normal, with a mean score of 52 and a standard deviation of 6.8. Stephan claimed that he scored better than 90% of the students in the junior class. Use z-sore and your z-table to determine what score Stephan must have earned to be correct.
Solution
VerifiedAnswered 2 years ago
Answered 2 years ago
Step 1
1 of 2The closest value to percent is and it's achieved for -score . Now, we can find what score Stephan must have earned.
Because the achieved score must be an integer, Stephan must've achieved a score greater than or equal to .
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