Exam 9: Intelligence

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What percentage of people would we expect to score more than two standard deviations below the mean on an IQ test?

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Sternberg has identified three types of intelligence: practical, creative, and __________.

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Adopted children generally have IQ scores __________ similar to those of their biological parents than to those of their adoptive parents; the similarity in IQ to the biological parents __________ as these adopted children grow older.

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In contrast to the Stanford-Binet and Wechsler IQ tests (WAIS and WISC), the advantage of the Raven's Progressive Matrices test is that it

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Some African American students may perform poorly on standardized tests because they fear their performance may reflect badly on their group. One explanation for this is

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What does it mean to say that Raven's Progressive Matrices is a "culture-reduced" test?

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If a test is valid, the scores predict other kinds of performance that we care about. For example,

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What would be one way to determine the predictive validity of an IQ test?

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When does a psychologist who is administering the Stanford-Binet end the test for an 8-year-old child?

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The researcher associated with developing the triarchic theory is

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Both reliability and validity are measured by

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If a test has not yet been standardized, then

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If genetics play no role in a trait, then

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To determine the validity of an IQ test, we measure

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Spearman inferred the existence of a "g" factor in intelligence because of his evidence that, on the average,

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The disagreement between Spearman (who proposed the "g" factor) and Raymond Cattell had to do with

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According to Raymond Cattell, the "g" factor in intelligence has two major components:

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Suppose someone demonstrated that there are several kinds of intellectual abilities that correlate poorly or negatively with one another. That demonstration would be evidence against

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When Spearman described the "g" factor in intelligence, what did the "g" stand for?

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Suppose someone devises a new IQ test and we discover that tall people get higher test scores than short people do. What, if anything, should we do to determine whether or not this test is biased against short people?

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