Exam 3: Correlation and Regression
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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An appropriate statistical technique that one might use to see how Scholastic Aptitude Test Scores and High School Grades jointly relate to Freshman grades is
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Assume that X and Y correlate .6,are in Z score form,and that a particular value of X is 1.What is the predicted value of Y?
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The best-fitting straight line through a set of points in a scatter diagram is known as the
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An appropriate correlation coefficient describing the relationship between two artificially dichotomous variables is
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It is frequently argued that the Scholastic Aptitude Test (SAT)should not be used to select students because the correlation between their SAT scores and their freshman grades may be low,indicating that the SAT is not a valid measure.How does the concept of range restriction apply here? What other factors might operate to reduce this correlation?
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What is the point of least squares for the numbers 2,7,8,and 11?
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X and Y correlate .5.What is the coefficient of determination of this relation?
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If the correlation between X and Y is 0 and we observe a score (in Z units)of 1.5 on X,what score would be predicted for Y?
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Which of the following four pairs of numbers describes a correlation that is very close to .0?
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Which of the following describes the relationship between a true dichotomous variable and a continuous variable?
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Assumed that X and Y correlate .3 in a sample of 102.What is the approximate t-value used to test the significance of this relationship?
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The type of correlation coefficient used to correlate a dichotomous variable (two categories)and a continuous variable is called
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