Recognising the standard normal distribution matters because it can then be:
AUsed only for heights
BUsed only for test scores
CApplied to skewed data
DApplied to any normal data
Answer & Solution
Correct answer: D. Applied to any normal data
1. Standardising is what makes one table serve every normal distribution.
2. The task is to recognise the standard normal probability distribution and apply it appropriately.
3. Any normal distribution converts to it by turning values into z-scores.
4. That is what lets you compare normal probabilities across different studies.
5. Skewed data is not normal, so the method does not apply there.
_Source: OpenStax Introductory Statistics 2e (CC BY 4.0), Ch 6 'The Normal Distribution', sections 6.1-6.3_
Keep practising The Normal Distribution
Browse all The Normal Distribution questions for AP Statistics, or explore more Statistics topics.
Related questions
Complete the standardising ruleWhich band holds more data?True or false: the normal curveKey in the empirical ruleMatch each z-score to its shareThe z-scores minus 2 and plus 2 correspond to which pair of original values in a distributIf about 68 percent of values lie within one standard deviation, the share lying outside tA z-score of zero corresponds to a value that is: