Multiple Choice
Percentile transformations change the relationship between scores such that scores
A) near the center of the distribution differ substantially in their percentile ranks
B) near the center of the distribution are similar in their percentile ranks
C) at the extremes of the distribution differ substantially in their percentile ranks
D) throughout the same distribution have equivalent percentile ranks
Correct Answer:

Verified
Correct Answer:
Verified
Q3: An example of a linear transformation is
Q4: _ transformations express a person's score in
Q5: Normative data<br>A) lasts over time<br>B) does not
Q6: Expectancy tables are most similar to<br>A) z-scores<br>B)
Q7: A second grade child's score on a
Q9: Transformation should<br>A) change a person's rank<br>B) present
Q10: When comparing a score to grade norms,
Q11: "Real" levels of intelligence are indicated via<br>A)
Q12: T-scores have an effective range of<br>A) plus
Q13: When a distribution is highly skewed, we