Deck 1: Introduction to Multivariate Statistics
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Deck 1: Introduction to Multivariate Statistics
1
The use of multivariate statistical techniques has become more commonplace largely due to the increasingly complex nature of research designs and related research questions.
True
2
A study appropriate for multivariate statistical analysis is typically defined as one with several dependent variables (DVs).
True
3
The basic distinction between experimental and nonexperimental research designs is whether the levels of the independent variable(s) have been manipulated by the researcher.
True
4
In nonexperimental research (e.g., descriptive, correlational, survey, or causal-comparative designs), the researcher has no control over the levels of the independent variables (IVs).
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5
In an experimental research study, if the researcher finds a statistically significant difference between two or more of the groups representing different treatment conditions, she or he can have some confidence in attributing causality to the IV.
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6
Nonexperimental research studies also enable a researcher to conclude that the IV and DV are related and infer causality.
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7
In experimental studies, IVs may also be referred to as criterion or outcome variables.
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8
In experimental studies, DVs are sometimes referred to as the predictor or causal variables.
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9
Univariate statistics refers to analyses where there is only one IV and one DV.
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10
Bivariate statistics refers to analyses that involve two variables where one is identified as an IV and the other is identified as a DV.
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11
Quantitative variables are also referred to as continuous or interval variables.
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12
Categorical variables consist of separate, indivisible categories.
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13
Categorical variables may also be referred to as nominal, ordinal, discrete, or qualitative.
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14
A dichotomous variable is one that has only two possible levels or categories.
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15
Age is a quantitative variable, but one could recode the values so that it would be transformed into a dichotomous variable.
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16
When conducting a multivariate analysis, the best recommendation is to obtain the solution with the largest number of variables.
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17
The mathematical calculations involved in multivariate statistical analyses are performed only on a correlation matrix.
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18
Orthogonality is perfect association between variables.
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19
Orthogonality is not a desirable quality for multivariate statistical analyses.
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20
Having a data set with orthogonal variables is not the ideal situation.
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21
When variables are correlated, they have overlapping, or shared, variance.
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22
Using a standard analysis approach, the overlapping portion of variance is included in the overall summary statistics of the relationship of the set of IVS to the DV, but that portion is not assigned to either of the IVs as part of their individual contribution.
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23
The sequential analysis requires the researcher to prioritize the entry of IVs into the equation or solution.
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24
One of the major difficulties in using multivariate statistical analyses is that it is sometimes nearly impossible to get a firm statistical answer to your research questions.
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25
The first step in nearly any data analysis situation is to describe or summarize the data collected on a set of participants that constitute the sample of interest.
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26
Measures of central tendency include:
A) Mean, median, and mode.
B) Only mean and median.
C) Range.
D) Quartile deviation.
A) Mean, median, and mode.
B) Only mean and median.
C) Range.
D) Quartile deviation.
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27
Measures of variability include:
A) Range, quartile deviation, and standard deviation.
B) Only standard deviation and variance.
C) Range, standard deviation, and mean.
D) Standard deviation, mean, and variance.
A) Range, quartile deviation, and standard deviation.
B) Only standard deviation and variance.
C) Range, standard deviation, and mean.
D) Standard deviation, mean, and variance.
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28
The two most common measures of relative position are:
A) Mean and standard deviation.
B) Percentile ranks and standard scores.
C) z-scores and T-scores.
D) Spearman rho and Pearson r.
A) Mean and standard deviation.
B) Percentile ranks and standard scores.
C) z-scores and T-scores.
D) Spearman rho and Pearson r.
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29
Two most commonly used measures of relationship are:
A) Chi-square and T-test.
B) Spearman rho and Pearson r.
C) Mean and standard deviation.
D) Range and percentile ranks.
A) Chi-square and T-test.
B) Spearman rho and Pearson r.
C) Mean and standard deviation.
D) Range and percentile ranks.
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30
Inferential statistics deal with collecting and analyzing information from samples in order to:
A) Draw conclusions, or inferences, about the larger population.
B) Prove that the sample is a perfect replica of the larger population.
C) Prove that the null hypothesis is incorrect.
D) Predict that the only differences that exist are chance differences that do not represent random sampling error.
A) Draw conclusions, or inferences, about the larger population.
B) Prove that the sample is a perfect replica of the larger population.
C) Prove that the null hypothesis is incorrect.
D) Predict that the only differences that exist are chance differences that do not represent random sampling error.
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