Deck 6: Descriptive Statistics
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Deck 6: Descriptive Statistics
1
The size of the correlation between achievement test scores and school grades might be smaller in which population?
A) Gifted 12-year-old students
B) Grades three to five, including children with learning disabilities
C) Nontraditional college students
D) None of these are true.
A) Gifted 12-year-old students
B) Grades three to five, including children with learning disabilities
C) Nontraditional college students
D) None of these are true.
A
2
Which standard score has a mean of 0 and a standard deviation of 1?
A) Percentile
B) T-score
C) z-score
D) None of these are true.
A) Percentile
B) T-score
C) z-score
D) None of these are true.
C
3
In a positively skewed distribution:
A) the mean is greater than the median.
B) the median is greater than the mean.
C) either of the above may be true.
A) the mean is greater than the median.
B) the median is greater than the mean.
C) either of the above may be true.
A
4
You would find curves rather than right angles in a
A) Polygon.
B) Histogram.
C) frequency distribution.
D) Scatterplot.
A) Polygon.
B) Histogram.
C) frequency distribution.
D) Scatterplot.
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5
Which of the following is an above-average score?
A) 100
B) z = +1.5
C) T = 49
D) z = -2.99
A) 100
B) z = +1.5
C) T = 49
D) z = -2.99
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6
Exhibit 6-2: Use the distribution for the following questions.51, 52, 55, 56, 57, 57, 57, 58, 59, 59, 60, 60, 60
Refer to Exhibit 6-2.The mode of this distribution is
A) 57.
B) 59.
C) 60.
D) none of these are true.
Refer to Exhibit 6-2.The mode of this distribution is
A) 57.
B) 59.
C) 60.
D) none of these are true.
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7
Exhibit 6-3: Use the distribution for the following questions.51, 52, 55, 56, 57, 57, 57, 58, 59, 59, 60, 60, 60
Refer to Exhibit 6-3.What is the standard deviation of this distribution?
A) 2.8
B) 3.63
C) 57
D) None of these are true.
Refer to Exhibit 6-3.What is the standard deviation of this distribution?
A) 2.8
B) 3.63
C) 57
D) None of these are true.
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8
Descriptive statistics are used to:
A) tell us how accurately we can infer from the part to the whole.
B) Enable us to organize, summarize and describe our observations.
C) Both a and b
A) tell us how accurately we can infer from the part to the whole.
B) Enable us to organize, summarize and describe our observations.
C) Both a and b
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9
A distribution with the mean lower than the median:
A) is a symmetrical distribution.
B) is a negatively skewed distribution.
C) is a positively skewed distribution.
D) is both a and b
A) is a symmetrical distribution.
B) is a negatively skewed distribution.
C) is a positively skewed distribution.
D) is both a and b
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10
Standard procedure in organizing a frequency distribution is to
A) list scores from the lowest at bottom to highest at top.
B) list scores from the lowest at top to highest at bottom.
C)include score values that are higher than the lowest and lower than the highest that have zero frequency.
D)a and c.
E)b and c.
A) list scores from the lowest at bottom to highest at top.
B) list scores from the lowest at top to highest at bottom.
C)include score values that are higher than the lowest and lower than the highest that have zero frequency.
D)a and c.
E)b and c.
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11
Exhibit 6-2: Use the distribution for the following questions.51, 52, 55, 56, 57, 57, 57, 58, 59, 59, 60, 60, 60
Refer to Exhibit 6-2.The median of this distribution is
A) 56.5.
B) 57.
C) 57.33.
D) None of these are true.
Refer to Exhibit 6-2.The median of this distribution is
A) 56.5.
B) 57.
C) 57.33.
D) None of these are true.
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12
The measure of central tendency that indicates the point below which half the scores fall is the:
A) standard deviation.
B) mean.
C) median.
D) mode.
E) Spearman rho.
A) standard deviation.
B) mean.
C) median.
D) mode.
E) Spearman rho.
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13
A T-score of 40 is higher than about what percent of the scores in a distribution?
A) 16 percent
B) 50 percent
C) 68 percent
D) 84 percent
A) 16 percent
B) 50 percent
C) 68 percent
D) 84 percent
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14
If your test score was one standard deviation above the mean score, your best estimate is that you scored better than what percent of the test takers?
A) 50%
B) 68%
C) 84%
D) 98%
A) 50%
B) 68%
C) 84%
D) 98%
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15
A student with a z-score of 1.5
A) got three-fourths of the answers correct.
B) scored at the 75 percentile.
C) scored in the highest 1 percent of the cases.
D) None of these are true.
A) got three-fourths of the answers correct.
B) scored at the 75 percentile.
C) scored in the highest 1 percent of the cases.
D) None of these are true.
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16
Which measure of central tendency is best for describing this distribution? 13, 13, 13, 20, 21, 24, 25, 25, 27, 28, 28, 29, 30, 32, 31, 60
A) Mode
B) Median
C) Mean
A) Mode
B) Median
C) Mean
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17
Exhibit 6-3: Use the distribution for the following questions.51, 52, 55, 56, 57, 57, 57, 58, 59, 59, 60, 60, 60
Refer to Exhibit 6-3.What is the range of this distribution?
A) 9
B) 10
C) 11
D) None of these are true.
Refer to Exhibit 6-3.What is the range of this distribution?
A) 9
B) 10
C) 11
D) None of these are true.
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18
A 100-point math test has a mean of 40 and a standard deviation of 15.A 60-point English test has a mean of 40 and a standard deviation of 5.Pat scored a 50 on both tests.
A) Pat scored better on the English test.
B) Pat scored better on the math test.
C) Pat scored about the same on both tests.
D) None of these are true.
A) Pat scored better on the English test.
B) Pat scored better on the math test.
C) Pat scored about the same on both tests.
D) None of these are true.
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19
Exhibit 6-2: Use the distribution for the following questions.51, 52, 55, 56, 57, 57, 57, 58, 59, 59, 60, 60, 60
Refer to Exhibit 6-2.The mean for this distribution is
A) 57.
B) 75.33.
C) 52.4
D) None of these are true.
Refer to Exhibit 6-2.The mean for this distribution is
A) 57.
B) 75.33.
C) 52.4
D) None of these are true.
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20
Exhibit 6-2: Use the distribution for the following questions.51, 52, 55, 56, 57, 57, 57, 58, 59, 59, 60, 60, 60
Refer to Exhibit 6-2.The most frequently occurring score is
A) 57.
B) 75.33.
C) 52.4
D) none of these are true.
Refer to Exhibit 6-2.The most frequently occurring score is
A) 57.
B) 75.33.
C) 52.4
D) none of these are true.
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21
Exhibit 6-4: Use the data for the following questions.Score 1: 34, 40, 42, 24, 30; Score 2: 40, 38, 41, 49, 42
Refer to Exhibit 6-4.What percent of the variance of scores in Group 1 is common with the variance of scores in Group 2?
A) 56 percent
B) 69 percent
C) 72 percent
D) None of these are true.
Refer to Exhibit 6-4.What percent of the variance of scores in Group 1 is common with the variance of scores in Group 2?
A) 56 percent
B) 69 percent
C) 72 percent
D) None of these are true.
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22
The coefficient of determination of an r = -.60 is
A) -.36.
B) +.36.
C) -.77.
D) None of these are true.
A) -.36.
B) +.36.
C) -.77.
D) None of these are true.
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23
A study of a new reading training program achieved, with 100 subjects, the following results: experimental group mean = 20.25 (SD = 2.28) and control group mean = 25.14 (SD = 4.75).However, a second study with 541 subjects found experimental group mean = 28.81 (SD = 2.56) and control group mean = 26.62 (SD 2.01).
A) The first study had a higher effect size.
B) The second study had a higher effect size.
C) Both studies had similar effect sizes.
D) None of these are true.
A) The first study had a higher effect size.
B) The second study had a higher effect size.
C) Both studies had similar effect sizes.
D) None of these are true.
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24
If the standard deviation of the score on this test is zero, we should conclude
A) nobody received even one question correct.
B) half the scores were below the mean.
C) half the scores were above the mean.
D) a computational error was made.
E) everybody received the same score.
A) nobody received even one question correct.
B) half the scores were below the mean.
C) half the scores were above the mean.
D) a computational error was made.
E) everybody received the same score.
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25
If you could have one wish granted concerning this test, you should choose a score
A) above the mean.
B) above both the mean and the median.
C) equal to the first quartile.
D) equal to a z-score of +1.5.
E) equal to a T-score of 55.
A) above the mean.
B) above both the mean and the median.
C) equal to the first quartile.
D) equal to a z-score of +1.5.
E) equal to a T-score of 55.
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26
The Pearson's product-moment correlation describes the relationship between variables by
A) summing the variable and dividing by N.
B) summing the deviation scores squared and dividing by N.
C) summing the product of z-scores and dividing by N.
D) None of these are true.
A) summing the variable and dividing by N.
B) summing the deviation scores squared and dividing by N.
C) summing the product of z-scores and dividing by N.
D) None of these are true.
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27
The coefficient of correlation reflects the
A) relation of a score to its distribution.
B) relation between variables.
C) typical performance of a group of students.
D) heterogeneity of performance of a group of students.
A) relation of a score to its distribution.
B) relation between variables.
C) typical performance of a group of students.
D) heterogeneity of performance of a group of students.
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28
The closer the coefficient of correlation is to plus or minus 1, the greater will be the
A) effect size.
B) significance of the study.
C) strength of the correlation.
D) standard error.
A) effect size.
B) significance of the study.
C) strength of the correlation.
D) standard error.
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29
A third study with 2,000 subjects found an experimental group mean of 29.26 (SD = 2.5) and a control group mean of 29.26 (SD = 1.5).What is the average effect size of the three studies?
A) 1.09
B) 1.66
C) 1.84
D) None of these are true.
A) 1.09
B) 1.66
C) 1.84
D) None of these are true.
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30
Mary had a z-score of zero on the Graduate Record Examination and a percentile rank of 50 on the Law School Aptitude Examination.We can say
A) she failed both examinations.
B) she failed the GRE but not the LSAT.
C) she did better on GRE than on LSAT.
D) she did better on LSAT than on GRE.
E) she did equally well on LSAT and GRE.
A) she failed both examinations.
B) she failed the GRE but not the LSAT.
C) she did better on GRE than on LSAT.
D) she did better on LSAT than on GRE.
E) she did equally well on LSAT and GRE.
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31
"Analysis of analyses" refers to
A) analysis of variance.
B) Pearson's product moment correlation.
C) meta-analysis.
D) standardization scores.
A) analysis of variance.
B) Pearson's product moment correlation.
C) meta-analysis.
D) standardization scores.
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32
The z-scores for X and Y variables are exactly the same except they have opposite signs.The coefficient of determination is
A) 0.00.
B) -1.00.
C) +1.00.
D) not possible to compute with this information.
A) 0.00.
B) -1.00.
C) +1.00.
D) not possible to compute with this information.
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33
Exhibit 6-4: Use the data for the following questions.Score 1: 34, 40, 42, 24, 30; Score 2: 40, 38, 41, 49, 42
Refer to Exhibit 6-4.Compute the Pearson's r from the data.
A) .74
B) .83
C) .92
D) None of these are true.
Refer to Exhibit 6-4.Compute the Pearson's r from the data.
A) .74
B) .83
C) .92
D) None of these are true.
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34
____ would be associated with a scattergram with a moderately wide band of dots going from upper left to lower right.
A) A Pearson's product moment correlation of +1.00
B) A Pearson's product moment correlation between zero and +1.00
C) A Pearson's product moment correlation of zero
D) A Pearson's product moment correlation between zero and -1.00
E) A Pearson's product moment correlation of -1.00
A) A Pearson's product moment correlation of +1.00
B) A Pearson's product moment correlation between zero and +1.00
C) A Pearson's product moment correlation of zero
D) A Pearson's product moment correlation between zero and -1.00
E) A Pearson's product moment correlation of -1.00
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35
Meta-analysis is used for
A) searching across similar studies for statistically similar conclusions.
B) systematically combining data from similar studies.
C) finding differences between statistical conclusions of several similar studies.
D) determining whether a study's results fit within the distribution of previous research.
A) searching across similar studies for statistically similar conclusions.
B) systematically combining data from similar studies.
C) finding differences between statistical conclusions of several similar studies.
D) determining whether a study's results fit within the distribution of previous research.
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36
If every Y-score is exactly one-half its paired X-score, we have ____.
A) A Pearson's product moment correlation of +1.00
B) A Pearson's product moment correlation between zero and +1.00
C) A Pearson's product moment correlation of zero
D) A Pearson's product moment correlation between zero and -1.00
E) A Pearson's product moment correlation of -1.00
A) A Pearson's product moment correlation of +1.00
B) A Pearson's product moment correlation between zero and +1.00
C) A Pearson's product moment correlation of zero
D) A Pearson's product moment correlation between zero and -1.00
E) A Pearson's product moment correlation of -1.00
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37
A distribution with many high scores and a few scattered low scores is a ____ distribution:
A) symmetrical.
B) positively skewed.
C) negatively skewed.
A) symmetrical.
B) positively skewed.
C) negatively skewed.
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38
Compared with stanine scores, z-scores have the advantage of being
A) all positive.
B) more precise.
C) easier to learn to interpret.
D) based on rank rather than raw score.
A) all positive.
B) more precise.
C) easier to learn to interpret.
D) based on rank rather than raw score.
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39
Under a scattergram, there is a notation that the coefficient of correlation is .06.This means that
A) most of the cases are plotted within a range of 6 percent above or below a sloping line in the scattergram.
B) plus and minus 6 percent from the mean includes about 68 percent of the cases.
C) there is a negligible correlation between the two variables.
D) most of the data plotted fall into a narrow band 6 percent wide.
A) most of the cases are plotted within a range of 6 percent above or below a sloping line in the scattergram.
B) plus and minus 6 percent from the mean includes about 68 percent of the cases.
C) there is a negligible correlation between the two variables.
D) most of the data plotted fall into a narrow band 6 percent wide.
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40
A student who sometimes scores high and sometimes scores low on a series of weekly tests will have a higher ____ than a student who makes the same score week after week.
A) Mean
B) Median
C) Mode
D) standard deviation
E) Polygon
A) Mean
B) Median
C) Mode
D) standard deviation
E) Polygon
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41
With a population of 100 children aged 7 through 14, we would expect ____ between height and reading vocabulary.
A) A Pearson's product moment correlation of +1.00
B) A Pearson's product moment correlation between zero and +1.00
C) A Pearson's product moment correlation of zero
D) A Pearson's product moment correlation between zero and -1.00
E) A Pearson's product moment correlation of -1.00
A) A Pearson's product moment correlation of +1.00
B) A Pearson's product moment correlation between zero and +1.00
C) A Pearson's product moment correlation of zero
D) A Pearson's product moment correlation between zero and -1.00
E) A Pearson's product moment correlation of -1.00
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42
A schedule for trains from Chicago to New Orleans in one column shows how far each stop on the route is from Chicago and in another column how far the same stops are from New Orleans.The correlation between the two columns is ____.
A) A Pearson's product moment correlation of +1.00
B) A Pearson's product moment correlation between zero and +1.00
C) A Pearson's product moment correlation of zero
D) A Pearson's product moment correlation between zero and -1.00
E) A Pearson's product moment correlation of -1.00
A) A Pearson's product moment correlation of +1.00
B) A Pearson's product moment correlation between zero and +1.00
C) A Pearson's product moment correlation of zero
D) A Pearson's product moment correlation between zero and -1.00
E) A Pearson's product moment correlation of -1.00
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43
Exhibit 6-5: Indicate your choice of statistics for solving the following questions.
Refer to Exhibit 6-5.We want to determine how a student's score compares with the scores of the rest of the class.
A) mean
B) standard deviation
C) z-score
D) Pearson's r
Refer to Exhibit 6-5.We want to determine how a student's score compares with the scores of the rest of the class.
A) mean
B) standard deviation
C) z-score
D) Pearson's r
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44
The difference between experimental group mean and control group mean divided by the standard deviation of the control group is called the
A) coefficient of determination.
B) mean adjusted difference.
C) z-score
D) effect size.
E) deviation score
A) coefficient of determination.
B) mean adjusted difference.
C) z-score
D) effect size.
E) deviation score
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45
There is no relationship between variables when the correlation is ____.
A) A Pearson's product moment correlation of +1.00
B) A Pearson's product moment correlation between zero and +1.00
C) A Pearson's product moment correlation of zero
D) A Pearson's product moment correlation between zero and -1.00
E) A Pearson's product moment correlation of -1.00
A) A Pearson's product moment correlation of +1.00
B) A Pearson's product moment correlation between zero and +1.00
C) A Pearson's product moment correlation of zero
D) A Pearson's product moment correlation between zero and -1.00
E) A Pearson's product moment correlation of -1.00
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46
The mean of the squared deviation scores is called
A) Pearson's r.
B) standard deviation.
C) variance.
D) range.
A) Pearson's r.
B) standard deviation.
C) variance.
D) range.
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47
Which of these is not an advantage of percentile ranks?
A) they have universal meaning.
B) they can be interpreted in the context of zero to 100 percent.
C) equal differences in percentile ranks have the same meaning at all points in the scale.
D) they are rank statistics.
A) they have universal meaning.
B) they can be interpreted in the context of zero to 100 percent.
C) equal differences in percentile ranks have the same meaning at all points in the scale.
D) they are rank statistics.
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48
A Z-score of 51 is equal to a z-score of
A) .10.
B) .51.
C) 1.00.
D) 5.10.
A) .10.
B) .51.
C) 1.00.
D) 5.10.
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49
If the difference between r and zero is doubled, the portion of Y variance associated with X variance is
A) unchanged.
B) doubled.
C) halved.
D) quadrupled.
A) unchanged.
B) doubled.
C) halved.
D) quadrupled.
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50
An investigator found ____ when correlating weight and sex drive among adult males of average height, which led him to conclude that a fat man is more likely to have high sex drive than a thin man.
A) A Pearson's product moment correlation of +1.00
B) A Pearson's product moment correlation between zero and +1.00
C) A Pearson's product moment correlation of zero
D) A Pearson's product moment correlation between zero and -1.00
E) A Pearson's product moment correlation of -1.00
A) A Pearson's product moment correlation of +1.00
B) A Pearson's product moment correlation between zero and +1.00
C) A Pearson's product moment correlation of zero
D) A Pearson's product moment correlation between zero and -1.00
E) A Pearson's product moment correlation of -1.00
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51
Exhibit 6-5: Indicate your choice of statistics for solving the following questions.
Refer to Exhibit 6-5.We want to know how well the class as a whole did on an examination.
A) mean
B) standard deviation
C) z-score
D) Pearson's r
Refer to Exhibit 6-5.We want to know how well the class as a whole did on an examination.
A) mean
B) standard deviation
C) z-score
D) Pearson's r
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52
A negative z-score is
A) always above the mean.
B) always below the mean.
C) sometimes below the mean.
D) sometimes above the mean.
A) always above the mean.
B) always below the mean.
C) sometimes below the mean.
D) sometimes above the mean.
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53
The coefficient of determination reveals
A) how well an individual did on a test.
B) how well a class as a whole did on at test.
C) how well an individual did in relation to the rest of the class.
D) whether a correlation is positive or negative.
E) how much relationship there is between two sets of scores.
A) how well an individual did on a test.
B) how well a class as a whole did on at test.
C) how well an individual did in relation to the rest of the class.
D) whether a correlation is positive or negative.
E) how much relationship there is between two sets of scores.
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54
A positive correlation between self-concept and reading achievement would indicate
A) high self-concept is a cause of high achievement.
B) low self-concept is a cause of low achievement.
C) high achievement is a cause of high self-concept.
D) one is justified in predicting low achievement for those with low self-concept.
E) both a and b are correct.
A) high self-concept is a cause of high achievement.
B) low self-concept is a cause of low achievement.
C) high achievement is a cause of high self-concept.
D) one is justified in predicting low achievement for those with low self-concept.
E) both a and b are correct.
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55
An investigator found strong evidence that elderly teachers and young teachers scored low on an aptitude test while middle-aged teachers scored high on this test.This is an example of
A) high positive Pearson's r correlation.
B) high negative Pearson's r correlation.
C) curvilinear relationship.
D) lack of relationship between variables.
A) high positive Pearson's r correlation.
B) high negative Pearson's r correlation.
C) curvilinear relationship.
D) lack of relationship between variables.
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56
Which of the following is not true of the normal curve?
A) Many physical and psychological measures will produce a polygon similar to this curve.
B) The mode is equal to the median.
C) The median is equal to the mean.
D) Large z-scores occur more often than small z-scores.
E) It is useful for estimating what percent of scores will fall above and below certain points.
A) Many physical and psychological measures will produce a polygon similar to this curve.
B) The mode is equal to the median.
C) The median is equal to the mean.
D) Large z-scores occur more often than small z-scores.
E) It is useful for estimating what percent of scores will fall above and below certain points.
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57
Multiplying all raw scores by two will
A) double the z-scores.
B) halve the z-scores.
C) not change the z-scores.
A) double the z-scores.
B) halve the z-scores.
C) not change the z-scores.
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58
Exhibit 6-5: Indicate your choice of statistics for solving the following questions.
Refer to Exhibit 6-5.We want to know how spread out or heterogeneous the scores of a class are.
A) mean
B) standard deviation
C) z-score
D) Pearson's r
Refer to Exhibit 6-5.We want to know how spread out or heterogeneous the scores of a class are.
A) mean
B) standard deviation
C) z-score
D) Pearson's r
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59
The sign of the Pearson's r is related to the strength of the relationship.
A) Positively
B) Negatively
C) Not related
A) Positively
B) Negatively
C) Not related
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60
Exhibit 6-5: Indicate your choice of statistics for solving the following questions.
Refer to Exhibit 6-5.We want to see how scores on this examination are related to scores on another examination.
A) mean
B) standard deviation
C) z-score
D) Pearson's r
Refer to Exhibit 6-5.We want to see how scores on this examination are related to scores on another examination.
A) mean
B) standard deviation
C) z-score
D) Pearson's r
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61
In order to compute a correlation coefficient between traits A and B, it is necessary to have:
A) one group of subjects, some of whom possess characteristics of trait A, the remainder possessing those of trait B.
B) measures of trait A on one group of subjects and of trait B on another.
C) one group of subjects, some of whom have both A and B, some have neither, and some have one but not the other.
D) two groups of subjects, one which could be classified as A or not A, the other as B or not B.
E) measure of traits A and B on each subject in one group.
A) one group of subjects, some of whom possess characteristics of trait A, the remainder possessing those of trait B.
B) measures of trait A on one group of subjects and of trait B on another.
C) one group of subjects, some of whom have both A and B, some have neither, and some have one but not the other.
D) two groups of subjects, one which could be classified as A or not A, the other as B or not B.
E) measure of traits A and B on each subject in one group.
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62
What purpose does meta-analysis serve?
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63
Correlating the scores of 50 students on two tests, an investigator found that the sum of the z-score cross-products was 20.The Pearson's product moment coefficient in this case is:
A) impossible to compute with the information given.
B) .02.
C) .20.
D) .40.
E) None of these are true.
A) impossible to compute with the information given.
B) .02.
C) .20.
D) .40.
E) None of these are true.
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64
Standard deviation is
A) from the same statistical family as the mean.
B) used in conjunction with the median.
C) less stable than variance.
D) a measure of central tendency.
A) from the same statistical family as the mean.
B) used in conjunction with the median.
C) less stable than variance.
D) a measure of central tendency.
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65
Why do effect sizes have universal meaning?
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66
Why might you prefer to teach a fifth grade class with a mean grade level equivalent of 5.1 and a standard deviation of 1.9 rather than a class with a mean grade level equivalent of 5.1 and a standard deviation of 3.2?
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67
When we have statistically significant results, what does an effect size tell us?
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68
A negative z score is always
A) above the median.
B) below the median.
C) a good score.
D) a poor score.
E) below the mean.
A) above the median.
B) below the median.
C) a good score.
D) a poor score.
E) below the mean.
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69
A stanine score of six would have a T-score of
A) 60.
B) above 50.
C) between 45 and 55.
D) between 55 and 65.
E) below 60.
A) 60.
B) above 50.
C) between 45 and 55.
D) between 55 and 65.
E) below 60.
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70
How are Cohen's d and Smith and Glass's ? alike.How are they different?
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71
The mean of all z-scores in a distribution is equal to
A) zero.
B) number in the distribution.
C) the sum of all squared scores.
D) the sum of all squared z-scores divided by N.
A) zero.
B) number in the distribution.
C) the sum of all squared scores.
D) the sum of all squared z-scores divided by N.
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72
Why do z-scores have universal meaning?
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73
Explain a research situation when you would run a Pearson's product moment correlation, with attention given to the types of variables under study, the variables' level of measurement(s), and what the potential findings might mean in terms of the directionality and magnitude of the correlation.
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74
Why is standard deviation usually preferred to range as a measure of dispersion?
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75
The Pearson's r is not appropriate when the data are
A) from a population.
B) heterogeneous.
C) bivariate.
D) curvilinear.
A) from a population.
B) heterogeneous.
C) bivariate.
D) curvilinear.
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76
The sum of the z-scores squared in any distribution is equal to
A) zero.
B) 1.00.
C) cN.
D) N2.
A) zero.
B) 1.00.
C) cN.
D) N2.
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77
Why is the mean the most widely used measure of central tendency?
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78
The denominator of the Smith and Glass effect size is
A) the standard deviation of the control group.
B) the difference between means.
C) a weighted estimate of the population mean based on the means of both groups.
D) a weighted estimate of the population standard deviation based on the variability within both groups.
A) the standard deviation of the control group.
B) the difference between means.
C) a weighted estimate of the population mean based on the means of both groups.
D) a weighted estimate of the population standard deviation based on the variability within both groups.
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79
Which of the following is a bivariate distribution?
A) Incomes of Denver teachers
B) Reading test scores of 50 children taught by the phonics method
C) Nursing license examination results for only male candidates
D) Home-economics aptitude test scores of this year's freshmen
E) Number of arrests made and years of experience of San Francisco policemen
A) Incomes of Denver teachers
B) Reading test scores of 50 children taught by the phonics method
C) Nursing license examination results for only male candidates
D) Home-economics aptitude test scores of this year's freshmen
E) Number of arrests made and years of experience of San Francisco policemen
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80
What are the advantages and disadvantages of percentile ranks?
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