Statistical Analysis and Results Section Flashcards

1
Q

Results section should contain

A

Narrative description of statistical outcomes

Tables and figures that summarize findings

Statements of support of the hypotheses or rejection of the hypotheses

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2
Q

Interval or ratio measurement data may be described in 4 ways:

A

Central tendency
Variability
Skewness
Kurtosis

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3
Q

Average score of a group

A

Central tendency

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4
Q

3 measures of central tendency

A

Mean, median, mode

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5
Q

How much the scores vary from the average

A

Variability

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6
Q

3 measures of variability

A

Range, variance, standard deviation

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7
Q

The lack of symmetry of the distribution of scores

A

Skewness

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8
Q

the general shape of the distribution of scores

A

Kurtosis

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9
Q

When does normal distribution happen

A

when the middle scores occur most often and the lower and higher scores do not occur often.

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10
Q

If the data is not normally distributed then….

A

nonparametric statistical procedures are used

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11
Q

more powerful than nonparametric statistical procedures.

A

Parametric statistics

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12
Q

4 Parametric statistical procedures:

A

Normal distribution of the data
Interval or ratio level of measurement
If 2 or more data distributions are analyzed, their variances should be similar
Large sample size

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13
Q

When are Nonparametric statistics used

A

when one or more of these are not met

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14
Q

Statistical significance testing involves

A

testing the null hypothesis in the context of the data.

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15
Q

likelihood that one event will occur, given all the possible outcomes

A

Probability

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16
Q

probability of the findings

A

P value

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17
Q

p < .05 means

A

NULL HYPOTHESIS IS REJECTED

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18
Q

p > .05 means

A

NULL HYPOTHESIS IS NOT REJECTED

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19
Q

can be correlational or inferential

A

Data analysis

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20
Q

level of significance

A

.05 or less (p < .05)

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21
Q

evaluate relationships among data

A

Correlational statistics

22
Q

often described using correlation coefficients

A

RELATIONSHIPS W/ IN DATA

23
Q

A perfect positive relationship between two variables is indicated by

24
Q

A perfect negative relationship is indicated by

25
The absence of a relationship is indicated by
ZERO
26
A small number indicates a
weak relationship between two variables
27
A large number indicates a
strong relationship between two variables
28
The square of the correlation coefficient is used to assess
PRACTICAL MEANING
29
Variables that are correlated can be described as
varying together, but there may be no cause-effect relationship
30
Presenting the results of correlational statistics involves 4 types of analysis/tables
Regression analysis Bivariate analysis Multivariate analysis Contingency table
31
Regression analysis
32
Bivariate analysis
33
Multivariate analysis
34
Chi square
Contingency table
35
nonparametric test applied to nominal data, comparing observed frequencies within categories to frequencies expected by chance
Chi-square
36
evaluate differences among data, either between-subjects or within-subjects
Inferential statistics
37
used to compare two different groups
Independent t-test
38
used for within group comparisons
Dependent t-test
39
simultaneous comparison of several means
ANOVA- analysis of variance
40
only one independent variable
One-way ANOVA
41
two independent variables
Two-way ANOVA
42
between subjects comparison (ordinal data)
Kruskal-Wallis one-way ANOVA
43
from related samples (nominal data)
Cochran Q test
44
within-subjects comparison (ordinal data)
Friedman two-way ANOVA
45
from independent samples (nominal data)
Chi-square
46
multivariate analysis of variance
MANOVA
47
analysis of covariance
ANCOVA
48
Bonferroni correction
Multiple t-test
49
Effect size is
a quantitative measure of the difference between two groups
50
Cohen’s d - effect size estimator used to
compare the means of two or more groups