A) scatter diagram
B) variability plot
C) correlational matrix
D) frequency distribution
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Multiple Choice
A) range.
B) average deviation.
C) median.
D) standard deviation.
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Multiple Choice
A) coefficients of correlation
B) random selections
C) graphical statistics
D) tests of statistical significance
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True/False
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Multiple Choice
A) inferential statistics.
B) measures of variability.
C) measures of central tendency.
D) frequency distributions.
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A) descriptive
B) inferential
C) holistic
D) correlational
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Multiple Choice
A) coefficients of correlation.
B) tests of statistical significance.
C) graphical statistics.
D) random selection.
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Multiple Choice
A) Will a new reading curriculum increase reading comprehension test scores made by third graders?
B) Is the chance of having a heart attack related to having a hostile personality?
C) How is wealth related to happiness?
D) Is there an association between childhood exposure to the Internet and IQ at age 20?
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Short Answer
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Multiple Choice
A) +.81
B) -.65
C) +1.05
D) +.55
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Multiple Choice
A) scatter diagram.
B) histogram.
C) frequency polygon.
D) frequency distribution.
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Multiple Choice
A) populations are not representative of a sample.
B) it is usually impractical or impossible.
C) statistical methods are only applicable to sample groups.
D) the requirement of randomness cannot be met.
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Multiple Choice
A) measure of central tendency.
B) measure of variability.
C) type of correlation.
D) type of inferential statistic.
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Multiple Choice
A) inferential statistics.
B) the measures of central tendency.
C) the measures of variability.
D) graphical statistics.
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Multiple Choice
A) standard coefficient.
B) Pearson r.
C) deviation.
D) frequency coefficient.
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Multiple Choice
A) A correlation of -1.00 means that zero percent of the variation in the Y measure is accounted for by knowing the X measure.
B) If we know that two measures are correlated,and we know a person's score on one measure,we can predict his or her score on the other.
C) Correlations help us to identify relationships that are important,such as the relationship between cigarette smoking and lung cancer.
D) Most colleges have formulas that use multiple correlations to decide which applicants have the best chances for success.
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Multiple Choice
A) sample.
B) experimental group.
C) population.
D) control group.
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