Raven's Progressive Matrices Distribution and Frequency Rules Flashcards
7 cards from real Raven's Progressive Matrices Test practice questions. Tap to flip, then mark Knew It or Still Learning — missed cards come back until you master them.
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In a standardized RPM norming sample, scores are expected to follow which type of distribution?
Answer: Normal (bell-curve) distribution
RPM norming samples are designed to approximate a normal distribution, enabling percentile rank comparisons across the population.
Which RPM edition uses age-stratified norms to account for developmental changes in fluid intelligence?
Answer: All major RPM editions
All major RPM editions (CPM, SPM, APM) use age-stratified norms because raw score distributions shift with age.
What does a percentile rank of 50 on the RPM indicate about a test-taker's performance?
Answer: They scored at the median of their age norm group
A percentile rank of 50 means the examinee scored at or above exactly half of the normative age-matched sample — the median.
When comparing RPM raw scores across different age groups, why must age-specific norms be used?
Answer: Raw score frequency distributions shift with age, making direct comparison misleading
Raw score distributions differ by age group because fluid intelligence develops and later declines with age, so age norms contextualize performance.
In frequency distributions of RPM scores, what term describes the most commonly occurring raw score?
Answer: Mode
The mode is the most frequently occurring value in a distribution, and in a normal RPM distribution it coincides near the mean and median.
The Standard Progressive Matrices norming data show that the distribution of scores tends to become more negatively skewed in which population?
Answer: University students and highly educated adults
Among high-ability groups such as university students, scores cluster near the ceiling, producing negative (left) skew with few low scores.
Which statistic best describes the spread or variability of RPM scores within a norming sample?
Answer: Standard deviation
Standard deviation quantifies how much individual scores deviate from the mean, capturing the overall spread of the RPM score distribution.
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