Deck 15: Data Analysis II-- Descriptive and Inferential Statistics
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Deck 15: Data Analysis II-- Descriptive and Inferential Statistics
1
Which of the following is (are)among the special properties of the data that influence the choosing of appropriate statistics
A)level of measurement
B)the shape of the data distribution
C)whether observations are made independently of one another
D)all of the answers represent such special properties
A)level of measurement
B)the shape of the data distribution
C)whether observations are made independently of one another
D)all of the answers represent such special properties
D
2
A more common term for measures of central tendency is:
A)correlators.
B)averages.
C)coefficients.
D)variances.
A)correlators.
B)averages.
C)coefficients.
D)variances.
B
3
The function of descriptive statistics is to:
A)allow generalizations from sample data to populations.
B)aid in organizing, summarizing, and interpreting sample data.
C)infer sample data from entire populations.
D)avoid the expense of coding the data.
A)allow generalizations from sample data to populations.
B)aid in organizing, summarizing, and interpreting sample data.
C)infer sample data from entire populations.
D)avoid the expense of coding the data.
B
4
A researcher has nominal data in a 2 x 2 table and wishes to apply a measure of association. According to the text, which of the following would be the best choice
A)Goodman and Kruskal's tau
B)lambda
C)phi
D)Somer's D
A)Goodman and Kruskal's tau
B)lambda
C)phi
D)Somer's D
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5
Of the following measures of association for ordinal data, a positive value for this statistic allows the researcher to conclude only that "as X increases, Y does not decrease" rather than that "as X increases, Y also increases."
A)Somer's D
B)Spearman's rho
C)Kendall's tau
D)gamma
A)Somer's D
B)Spearman's rho
C)Kendall's tau
D)gamma
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6
One of the weaknesses of the mean as a measure of central tendency is that:
A)there can be more than one mean in a distribution.
B)it produces a misleading result when a distribution is symmetrical.
C)it is less stable than the median.
D)it does not take into account the actual value of all scores in a distribution.
A)there can be more than one mean in a distribution.
B)it produces a misleading result when a distribution is symmetrical.
C)it is less stable than the median.
D)it does not take into account the actual value of all scores in a distribution.
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7
What is the difference between fully ordered and partially ordered data
A)Fully ordered data has numerous ties and partially ordered data does not.
B)The categories of fully ordered data are naturally occurring whereas the categories of partially ordered data are created by the researcher.
C)Partially ordered data has numerous ties and fully ordered data does not.
D)Only fully ordered data is considered ordinal level.
A)Fully ordered data has numerous ties and partially ordered data does not.
B)The categories of fully ordered data are naturally occurring whereas the categories of partially ordered data are created by the researcher.
C)Partially ordered data has numerous ties and fully ordered data does not.
D)Only fully ordered data is considered ordinal level.
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8
Measures of dispersion indicate:
A)the strength of relationships.
B)the average value in a distribution.
C)the amount of spread of a distribution.
D)the amount of skewness of a distribution.
A)the strength of relationships.
B)the average value in a distribution.
C)the amount of spread of a distribution.
D)the amount of skewness of a distribution.
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9
Which of the following is NOT one of the considerations described in the text that are important in choosing appropriate statistics
A)goals of the data analysis
B)the size of the population
C)number of variables
D)the audience
A)goals of the data analysis
B)the size of the population
C)number of variables
D)the audience
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10
According to the text, the primary factors involved in selecting a measure of central tendency are:
A)level of measurement and skewness.
B)level of measurement and audience.
C)skewness and audience.
D)level of measurement and alpha level.
A)level of measurement and skewness.
B)level of measurement and audience.
C)skewness and audience.
D)level of measurement and alpha level.
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11
A researcher applies measures of association to five sets of variables. Which of the following indicates the strongest relationship
A) .36
B).05
C) .76
D).63
A) .36
B).05
C) .76
D).63
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12
Of the following kinds of statistics, which one does the text suggest is most likely to be beyond the comprehension of audiences without some prior knowledge of statistics
A)graphical forms of presenting data
B)univariate statistics
C)percentages
D)multivariate statistics
A)graphical forms of presenting data
B)univariate statistics
C)percentages
D)multivariate statistics
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13
The function of inferential statistics is to:
A)do exploratory analysis.
B)make findings look impressive.
C)aid in organizing, summarizing, and interpreting sample data.
D)allow generalizations from sample data to populations.
A)do exploratory analysis.
B)make findings look impressive.
C)aid in organizing, summarizing, and interpreting sample data.
D)allow generalizations from sample data to populations.
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14
Measures of association are used to indicate:
A)the average score of a set of data.
B)the strength of a relationship between two variables.
C)the amount of dispersion in a set of scores.
D)whether findings from a sample can be generalized to a population.
A)the average score of a set of data.
B)the strength of a relationship between two variables.
C)the amount of dispersion in a set of scores.
D)whether findings from a sample can be generalized to a population.
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15
The category in a distribution that contains a larger number of cases than any other category is called the:
A)mean.
B)median.
C)mode.
D)standard deviation.
A)mean.
B)median.
C)mode.
D)standard deviation.
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16
If a statistic is designed for nominal level of measurement, then it would be appropriate to use that statistic on data at all these levels of measurement EXCEPT:
A)ordinal.
B)interval.
C)ratio.
D)all of the answers are levels of measurement upon which it would be appropriate to use a statistic designed for nominal level.
A)ordinal.
B)interval.
C)ratio.
D)all of the answers are levels of measurement upon which it would be appropriate to use a statistic designed for nominal level.
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17
Which of the following is NOT a measure of dispersion
A)range
B)semi-interquartile range
C)gamma
D)standard deviation
A)range
B)semi-interquartile range
C)gamma
D)standard deviation
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18
When choosing statistics and considering the level of measurement, one may:
A)apply any statistic to any level of measurement.
B)apply a statistic designed for a higher level of measurement to lower level data.
C)apply a statistic designed for a lower level of measurement to higher level data.
D)none of the answers is correct.
A)apply any statistic to any level of measurement.
B)apply a statistic designed for a higher level of measurement to lower level data.
C)apply a statistic designed for a lower level of measurement to higher level data.
D)none of the answers is correct.
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19
The semi-interquartile range indicates the deviation of a set of scores from the:
A)mode.
B)median.
C)mean.
D)none of the answers is correct.
A)mode.
B)median.
C)mean.
D)none of the answers is correct.
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20
Several measures of association can be interpreted as indicating proportional reduction in error. What does this mean
A)the amount error is reduced by eliminating missing cases
B)how much knowing the value of the independent variable helps to reduce error in predicting values of the dependent variable
C)the amount measurement error is reduced by applying statistical controls
D)how much knowing the value of the dependent variable helps to reduce error in predicting values of the independent variable
A)the amount error is reduced by eliminating missing cases
B)how much knowing the value of the independent variable helps to reduce error in predicting values of the dependent variable
C)the amount measurement error is reduced by applying statistical controls
D)how much knowing the value of the dependent variable helps to reduce error in predicting values of the independent variable
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21
In inferential statistics, type II or beta error is:
A)a common misinterpretation of the statistic beta.
B)rejecting null hypotheses that are actually true.
C)failing to reject null hypotheses that are actually false.
D)increased by using alpha levels of .20 or greater.
A)a common misinterpretation of the statistic beta.
B)rejecting null hypotheses that are actually true.
C)failing to reject null hypotheses that are actually false.
D)increased by using alpha levels of .20 or greater.
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22
A sampling distribution is:
A)the distribution of scores from a single sample.
B)used to test the null hypothesis.
C)a theoretical distribution of statistics from an infinite number of samples.
D)used to test the null hypothesis, and a theoretical distribution of statistics from an infinite number of samples.
A)the distribution of scores from a single sample.
B)used to test the null hypothesis.
C)a theoretical distribution of statistics from an infinite number of samples.
D)used to test the null hypothesis, and a theoretical distribution of statistics from an infinite number of samples.
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23
Which of the following is true of a normal distribution
A)It is a symmetrical distribution.
B)It is a unimodal distribution.
C)The mean and median of the distribution are identical.
D)All of the answers are true of normal distributions.
A)It is a symmetrical distribution.
B)It is a unimodal distribution.
C)The mean and median of the distribution are identical.
D)All of the answers are true of normal distributions.
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24
The statistical procedure called multiple regression:
A)is another name for analysis of variance.
B)uses one independent variable to predict values of more than one dependent variable.
C)uses more than one independent variable to predict values of one dependent variable.
D)generates a value called lambda.
A)is another name for analysis of variance.
B)uses one independent variable to predict values of more than one dependent variable.
C)uses more than one independent variable to predict values of one dependent variable.
D)generates a value called lambda.
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25
Sampling distributions are important for:
A)descriptive statistics.
B)inferential statistics.
C)measures of association.
D)all of the answers are correct.
A)descriptive statistics.
B)inferential statistics.
C)measures of association.
D)all of the answers are correct.
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26
In computing chi square, expected frequencies are:
A)the distribution of cases if the two variables were not related to one another.
B)frequencies predicted by our research hypothesis.
C)the actual distribution of cases from the sample.
D)the distribution of cases if the two variables were perfectly associated.
A)the distribution of cases if the two variables were not related to one another.
B)frequencies predicted by our research hypothesis.
C)the actual distribution of cases from the sample.
D)the distribution of cases if the two variables were perfectly associated.
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27
Inferential statistics are based on:
A)intuition.
B)the Pythagorean theorem.
C)the theory of differential association.
D)probability theory.
A)intuition.
B)the Pythagorean theorem.
C)the theory of differential association.
D)probability theory.
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28
According to Research in Practice 15.1, statistical power in data analysis can be improved by:
A)using a larger sample.
B)changing the alpha level, say from .05 to .001.
C)increasing the size of the effect of the independent variable.
D)using a larger sample, and increasing the size of the effect of the independent variable would improve statistical power.
A)using a larger sample.
B)changing the alpha level, say from .05 to .001.
C)increasing the size of the effect of the independent variable.
D)using a larger sample, and increasing the size of the effect of the independent variable would improve statistical power.
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29
The central limit theorem tells us about the properties of:
A)sampling distributions.
B)population distributions.
C)population parameters.
D)contingency tables.
A)sampling distributions.
B)population distributions.
C)population parameters.
D)contingency tables.
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30
In statistical hypothesis testing, a Type II error is the same as:
A)beta error.
B)alpha error.
C)systematic error.
D)random error.
A)beta error.
B)alpha error.
C)systematic error.
D)random error.
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31
The central limit theorem tells us that:
A)sampling distributions based on small samples approximate a normal distribution.
B)the chi-square statistic can be used only with ratio-level variables.
C)sampling distributions based on large samples approximate a normal distribution.
D)inferential statistics are almost always preferred to descriptive statistics.
A)sampling distributions based on small samples approximate a normal distribution.
B)the chi-square statistic can be used only with ratio-level variables.
C)sampling distributions based on large samples approximate a normal distribution.
D)inferential statistics are almost always preferred to descriptive statistics.
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32
A chi-square statistic indicates:
A)whether a relationship exists between two variables in a population.
B)the strength of the relationship between two variables in a population.
C)the direction of the relationship between two variables in a population.
D)both the strength and direction of the relationship between two variables in a population..
A)whether a relationship exists between two variables in a population.
B)the strength of the relationship between two variables in a population.
C)the direction of the relationship between two variables in a population.
D)both the strength and direction of the relationship between two variables in a population..
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33
The statistical procedure called chi square:
A)is a measure of association for nominal data.
B)is a descriptive statistic for ordinal data.
C)is a descriptive statistic for interval data.
D)is an inferential statistic for nominal data.
A)is a measure of association for nominal data.
B)is a descriptive statistic for ordinal data.
C)is a descriptive statistic for interval data.
D)is an inferential statistic for nominal data.
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34
In inferential statistics, type I or alpha error is:
A)failing to reject a null hypothesis that is actually false.
B)a common error in calculating the correlation coefficient.
C)increased by using a very stringent alpha level such as .001.
D)none of the answers are correct.
A)failing to reject a null hypothesis that is actually false.
B)a common error in calculating the correlation coefficient.
C)increased by using a very stringent alpha level such as .001.
D)none of the answers are correct.
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35
A scattergram is:
A)an ungrouped frequency distribution of one variable.
B)a preliminary look at the data before it is organized.
C)another name for a histogram.
D)a table with the scores of two variables plotted on it.
A)an ungrouped frequency distribution of one variable.
B)a preliminary look at the data before it is organized.
C)another name for a histogram.
D)a table with the scores of two variables plotted on it.
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36
If the null hypothesis is true and we set the alpha level at .05, then we will make type I errors:
A)5 times out of 100.
B)1 time out of 100.
C)5 times out of 10.
D)it can't be determined from this information.
A)5 times out of 100.
B)1 time out of 100.
C)5 times out of 10.
D)it can't be determined from this information.
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37
Indicating that a given result is "statistically significant" means:
A)we have obtained an important finding.
B)the null hypothesis was rejected.
C)the findings support our theory.
D)both type I and type II errors were avoided.
A)we have obtained an important finding.
B)the null hypothesis was rejected.
C)the findings support our theory.
D)both type I and type II errors were avoided.
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38
The mean of a standard normal distribution will always be equal to:
A)1.
B)0.
C)10.
D)This cannot be determined without seeing the actual data in the distribution.
A)1.
B)0.
C)10.
D)This cannot be determined without seeing the actual data in the distribution.
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39
Probability theory tells us:
A)the likelihood with which certain events or outcomes will occur.
B)which statistics are appropriate to use with which levels of measurement.
C)the strength and direction of the relationship between two variables.
D)whether a raw data distribution is normal or not.
A)the likelihood with which certain events or outcomes will occur.
B)which statistics are appropriate to use with which levels of measurement.
C)the strength and direction of the relationship between two variables.
D)whether a raw data distribution is normal or not.
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40
According to the conventions discussed in the text, social researchers would be least inclined to reject a null hypothesis if a test showed which of the following alpha levels
A).10
B).05
C).001
D)the alpha levels specified in all of the answers would lead to rejection of the null hypothesis.
A).10
B).05
C).001
D)the alpha levels specified in all of the answers would lead to rejection of the null hypothesis.
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41
Define and clearly distinguish between inferential and descriptive statistics.Give an example of when each might be appropriately used.
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42
Describe what probability theory is and what sampling distributions are. In what ways are they important in statistics
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43
Identify the level of measurement and the type of research question for which these inferential statistical procedures might be used: chi square, ANOVA, multiple regression.
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44
Identify and describe three measures of central tendency and three measures of dispersion.Indicate what considerations are made regarding their appropriate use.
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45
Define the normal distribution; list its properties, and explain its significance in statistics.
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46
For nominal, ordinal, and interval levels of data, identify and briefly describe an appropriate measure of association.
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47
Explain the steps in statistical hypothesis testing. Include the concepts of null hypothesis, research hypothesis, alpha level, and beta level in your answer.
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48
What is meant by the concept of statistical power What can be done to improve the statistical power of a research project
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49
Why review the scattergram when using the correlation coefficient (Pearson's r)
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50
Describe considerations for choosing statistics appropriate to a particular set of data.
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