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Q scores are normally distributed in the population. Who has a higher IQ: a student with a 120 IQ on a scale where 100 is the mean and 10 is the standard deviation, or a professor with a 128 IQ on a scale where 100 is the mean and 15 is the standard deviation?
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Calculate the z-scores for the student and the professor. Then find which person is in the higher IQ area of the normal distribution.
how do I calculate the z scores from that data?
For the student: \[z=\frac{X-\mu}{\sigma}=\frac{120-100}{10}=you\ can\ calculate\] You can find the z-score for the professor in the same way.
okay thx, so the student has the higher iq
You're welcome :)
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