Exam 2: Norms and Basic Statistics for Testing
Exam 1: Introduction75 Questions
Exam 2: Norms and Basic Statistics for Testing69 Questions
Exam 3: Correlation and Regression88 Questions
Exam 4: Reliability69 Questions
Exam 5: Validity69 Questions
Exam 6: Test Bias49 Questions
Exam 7: Writing and Evaluating Test Items75 Questions
Exam 8: Interviewing Techniques79 Questions
Exam 9: Theories of Intelligence and the Binet Scales72 Questions
Exam 10: The Wechsler Intelligence Scales: Wais-Iv, wisc-Iv, and Wppsi-III72 Questions
Exam 11: Other Individual Tests of Ability in Education and Special Education66 Questions
Exam 12: Standardized Tests in Education, civil Service, and the Military56 Questions
Exam 13: Applications in Clinical and Counseling Settings75 Questions
Exam 14: Projective Personality Tests62 Questions
Exam 15: Computers and Basic Psychological Science in Testing66 Questions
Exam 16: Testing in Counseling Psychology50 Questions
Exam 17: Testing in Health Psychology and Health Care76 Questions
Exam 18: Testing in Industrial and Business Settings66 Questions
Exam 19: Ethics and the Future of Psychological Testing53 Questions
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A measure of how much scores within a distribution differ among themselves is the
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Calculate the mean for the following set of scores: 4,8,3,7.
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Which of the following evaluates data against rigid statistical rules?
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The Triple ZZZ Corporation had 87% black male employees.However,only 50% of the applicant pool was comprised of black males.This is an example of
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In a symmetrical binomial probability distribution,the greatest frequency of scores is near the
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There are more people with incomes on the low end as compared to the high end.What kind of distribution does this illustrate?
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The Fahrenheit scale of temperature (32°F= freezing;212°F= boiling)is best described as
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Jennifer took a test in school that indicated that she was doing very well in reading but was having trouble with assignments that involved writing papers.She probably took what kind of test?
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When the relationship between the unit of measurement of a scale (strength)and an outcome (pounds lifted)can be described by a linear equation Y = a + bX,the scale is said to have what property?
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The performance by a defined group on a particular test is called a(n)
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If a scale allows one to say whether a particular instance has more,less,or the same amount of an attribute as another instance,the scale is said to have
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A score at the 50th percentile is approximately how many standard deviations above the mean?
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