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Chapter 15: Correlation - Coggle Diagram
Chapter 15: Correlation
Types of Correlation
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Pearson Correlation-
measures the degree and the direction of the linear relationship between two variables
Sum of Products- measures the degree and the direction of the linear relationship between two variables
Steps:
- Find the X deviation and the Y deviation for each individual
- Find the product of the deviations for each individual
- Add the products
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Correlation- numerical value that describes and measures three characteristics of the relationship between two variables (X and Y)
Characteristics
Strength/consistency
Perfect correlation- always identified by a correlation of 1.00 and indicates a perfectly consistent relationship
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Applications
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Reliability- produces stable, consistent measurements
Theory verification- the prediction of the theory can be tested by determining the correlation between the two variables
Considerations
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Can be greatly affected by the range of scores; there should be a large range of values in the data; restricted ranges are not reliable
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To evaluation the strength of a relationship, you must square the correlation to =r^2
Coefficient of determination (r^2)- measures the proportion of variability in one variable that can be determined from the relationship with the other variable
Partial correlation- measures the linear relationship between two variables by eliminating the influence of a third variable by holding it constant