A standardized exam is known to be normally distributed with a mean score of 82 and a standard deviation of 6.58 in the examination. (Hint: so this means you can convert individual exam scores to z-scores and calculate percentile rank). One student named Amy has an exam score of 78. For Amy's score, compute the corresponding z score. Make sure to round the z-score to the nearest hundredth place (Hint if the z-score is 0.3615, then you round it to 0.36).

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Question 6
5 p
A standardized exam is known to be normally distributed with a mean score of
82 and a standard deviation of 6.58 in the examination. (Hint: so this means you can convert
individual exam scores to z-scores and calculate percentile rank).
One student named Amy has an exam score of 78. For Amy's score, compute the corresponding
z score. Make sure to round the z-score to the nearest hundredth place (Hint if the z-score is
0.3615, then you round it to 0.36).
Transcribed Image Text:Question 6 5 p A standardized exam is known to be normally distributed with a mean score of 82 and a standard deviation of 6.58 in the examination. (Hint: so this means you can convert individual exam scores to z-scores and calculate percentile rank). One student named Amy has an exam score of 78. For Amy's score, compute the corresponding z score. Make sure to round the z-score to the nearest hundredth place (Hint if the z-score is 0.3615, then you round it to 0.36).
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