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Chapter 12
Testing for Relationships
Tests of linear relationships – Correlation
2 continuous level variables – Regression
2 or more continuous level variables
Identifies statistically significant linear patterns in the association of variables
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© 2006 by The McGrawHill Companies, Inc. All rights reserved.
Basic Assumptions
Data collected from sample to draw conclusion about population
Data from normally distributed population
Appropriate variables are selected to be tested using theoretical models
Participants randomly selected
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© 2006 by The McGrawHill Companies, Inc. All rights reserved.
Alternative and Null Hypotheses
Inferential statistics test the likelihood that the alternative hypothesis is true and the null hypothesis is not
Significance level of .05 is generally the criterion for this decision
– If p .05, then alternative hypothesis accepted
– If p > .05, then null hypothesis is retained
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© 2006 by The McGrawHill Companies, Inc. All rights reserved.
Four Analytical Steps
1. Statistical test determines if a relationship exists
2. Examine results to determine if the relationship found is the one predicted
3. Is the relationship significant?
4. Evaluate the process and procedures of collecting data
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© 2006 by The McGrawHill Companies, Inc. All rights reserved.
Correlation
Also known as Pearson product-moment correlation coefficient
Represented by r
Correlation reveals one of the following:
– Scores on both variables increase or decrease
– Scores on one variable increase while scores on the other variable decrease
– There is no pattern or relationship
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© 2006 by The McGrawHill Companies, Inc. All rights reserved.
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