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Probability, null hypothesis significance testing and chi square (3)
Probability, null hypothesis significance testing and chi square (3)
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Research methods and statistics lecture 3
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28 Terms
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1
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What does inferential statistics help us do?
It helps us make inferences about a population based on random sample data.
2
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What is the null hypothesis denoted as?
The null hypothesis is denoted as H0.
3
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What is the common significance level (alpha level) typically used in psychology?
The common significance level is typically set at 5%.
4
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What can a p-value less than 0.05 indicate?
It indicates that the result is considered statistically significant.
5
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What do effect sizes tell us?
Effect sizes tell us the magnitude of the difference or similarity in correlations.
6
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What are the two types of inferential statistics mentioned?
The two types are Frequentist and Bayesian statistics.
7
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What hypothesis is predicted by the alternative hypothesis?
The alternative hypothesis predicts a difference
8
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What are the two types of hypotheses classified by direction?
They are directional (one-tailed) and non-directional (two-tailed) hypotheses.
9
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What does a small p-value (p < .05) suggest?
It suggests a higher chance that a difference/association/effect exists.
10
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What does the chi-square test assess?
The chi-square test assesses the relationship between two categorical variables.
11
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What is a chi-square test of independence also known as?
It is also known as Pearson's chi-square test.
12
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What is the significance of a high p-value (p > .05)?
It indicates a higher chance that no difference/association/effect exists.
13
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What is the relationship between effect sizes and p-values?
Effect sizes indicate the strength of an effect
14
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What is the formula for calculating degrees of freedom for the chi-square test?
The formula is df = (r-1)(c-1)
15
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What must the assumed differences for the null and alternative hypotheses be?
The null (H0) assumes no difference
16
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What are the assumptions for conducting a chi-square test?
Frequencies must be unique
17
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What does a large difference between observed and expected frequencies suggest?
It suggests an association between the two categorical variables.
18
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What type of data do chi-square tests typically use?
Chi-square tests typically use nominal (and sometimes ordinal) level data.
19
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What does interpreting p-values help determine?
It helps determine whether the findings are statistically significant.
20
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How does sample size affect significance?
A larger sample size can lead to misleading results if not sufficient data points are used appropriately.
21
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What does a one-tailed test concentrate on?
A one-tailed test concentrates the significance level on one tail of the distribution.
22
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What does chi-square analysis compare?
It compares observed frequencies to expected frequencies.
23
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What implications do small p-values have for researchers?
Small p-values suggest that findings are less likely to be due to random chance
24
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What does the term "statistically non-significant" imply?
It implies that there is insufficient evidence to conclude that a true effect exists.
25
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Why is it important to consider effect sizes in research?
Effect sizes provide insight into the practical significance of research findings beyond just statistical significance.
26
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What happens if assumptions for the chi-square test are not met?
The interpretation of the results becomes less valid.
27
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What is one limitation of p-values mentioned in the text?
They can be misinterpreted to mean something about the likelihood of the alternative hypothesis being true.
28
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How do descriptive statistics aid researchers?
They provide a summary of data characteristics
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