What is a consequence of applying normative data to a population that differs from the reference sample?

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Multiple Choice

What is a consequence of applying normative data to a population that differs from the reference sample?

Explanation:
Using normative data from a reference group assumes that the people being tested share the same characteristics that shaped those norms. When the population differs—by culture, language, education, age, or other factors—the score distribution changes. Interpreting an individual's score against norms that don’t match their background can push them into the wrong category, causing misclassification. This also introduces bias, because the benchmark reflects the original group’s traits rather than the person’s true performance. For example, a cognitive test normed on English-speaking, educated adults may underrepresent non-native speakers due to language and cultural familiarity rather than actual cognitive ability, leading to unfair conclusions. So applying such norms tends to produce misclassification and biased interpretations rather than accurate or fair assessments.

Using normative data from a reference group assumes that the people being tested share the same characteristics that shaped those norms. When the population differs—by culture, language, education, age, or other factors—the score distribution changes. Interpreting an individual's score against norms that don’t match their background can push them into the wrong category, causing misclassification. This also introduces bias, because the benchmark reflects the original group’s traits rather than the person’s true performance. For example, a cognitive test normed on English-speaking, educated adults may underrepresent non-native speakers due to language and cultural familiarity rather than actual cognitive ability, leading to unfair conclusions. So applying such norms tends to produce misclassification and biased interpretations rather than accurate or fair assessments.

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