The national average SAT score for reading is 450 and the standard deviation is 55. SAT scores are normally distributed.
Q : What do you have to score to perform better than 90% of test takers?
Let random variable X be SAT scores.
X follows normal distribution with mean = and standard deviation =
z for area = 0.90 is 1.28 (From statistical table of z values)
= 450 + 1.28 * 55
= 450 + 70.4
= 520.4
You have to score 520.4 to perform better than 90% of test takers.
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