Z-Scores of Three Individuals. Person a Received Term Paper

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¶ … z-scores of three individuals. Person a received a z-score of 1.0, Person B. received a z-score of 0, and Person C. received a z-score of -1.0. Indicate each individual's score as a T score, CEEB score, IQ score, and approximate percentile score. Once you have indicated these transformed scores, in 1 -- 2 pages, describe why it is possible to easily convert standard scores from one scale to another. Include in your answer the mean and standard deviation of each of the transformed scores and the theoretical rationale for their equivalency.

With T scores "the mean is always 50 and the standard deviation is always 10" (T-scores, 2009, everything2com). So Person a would have a score of 60 (standard deviation 70-50), Person B. A score of 50 (standard deviation 40-60), Person C. A score of 40 (standard deviation 40-50). "To convert T-scores to CEEB (College Entrance Examination Board Scores) the tester need only add a zero…the mean for CEEB scores would be 500, with a standard deviation of 100" (Brown, 1988, p.88). Person a would have a score of 600 (standard deviation 500-700), Person B. A score of 500 (standard deviation 400-600), and Person C. A score of 400 (standard deviation 300-500).

The average IQ score is 100. Given how IQ is… [END OF PREVIEW] . . . READ MORE

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Z-Scores of Three Individuals. Person a Received.  (2009, September 27).  Retrieved January 27, 2020, from https://www.essaytown.com/subjects/paper/z-scores-three-individuals-person-received/2559276

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"Z-Scores of Three Individuals. Person a Received."  Essaytown.com.  September 27, 2009.  Accessed January 27, 2020.