Exam 5: What Is Test Reliabilityprecision

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A nonparametric index for scorer agreement when the scores are nominal or ordinal is provided by ______.

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C

As the reliability/precision of a test decreases, which one of the following items increases?

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B

According to classical test theory, what would the reliability coefficient be when the variance of observed scores is equal to the variance of true scores?

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D

What is the formula that Cronbach proposed for calculating internal consistency for questions that have more than two possible responses called?

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Which one of the following is required to yield an accurate estimate of reliability/precision using the split halves method?

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If a meteorologist uses a thermometer that always reads 1 degree higher than the actual temperature, then the error that results is ______. If a meteorologist is nearsighted and he reads the thermometer with a different amount and direction of inaccuracy each time, the error that results will be ______.

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What is the unexplained difference between the true score (T) and the obtained score (X) called?

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What do we call changes in test scores resulting from the sequence in which the tests were taken?

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Rita scored 96 on an employment test, and Naomi scored 98 on the same test. Naomi believes that she has the highest score, but Rita disagrees. Which of the following would be most helpful in determining whether Naomi's score is statistically higher than Rita's score?

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Which one of the following pairs of math questions would be most likely to produce an internally consistent result?

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Which one of the following proposes separating sources of systematic error from random error in order to eliminate systematic error?

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Identify and discuss the theory that explains why an observed test score is made up of the "true score" and "random error." Give examples.

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Which one of the following is most likely to decrease the reliability of a test?

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As the interval between administrations lengthens, test-retest reliability will most likely ______.

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Discuss Cohen's kappa. How is it used by test developers or researchers? Give an example.

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Which one of the following is most helpful to test developers who wish to increase the reliability/precision of a test's scores?

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Explain what the standard error of measurement is and how to use it to construct a confidence interval around an observed score.

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When a test score is used for selection or classification of individuals, it is advisable to calculate the standard error of measurement at the ______.

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What do we call the statistic that reflects the amount of inconsistency or error expected in an individual's test score?

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Which one of the following is used for calculating internal consistency for tests whose questions can be scored as either right or wrong?

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