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Examining Relationships
Chapter 3
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Response Variable Measures an outcome of a study Dependent
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Explanatory Variable Attempts to explain the observed outcomes
Independent
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Scatterplots Section 3.1
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Scatterplot Most effective way to display the relation between two quantitative variables measure on the same individuals.
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Explanatory variable plotted on the x-axis
Response variable plotted on the y-axis Categorical variables require different symbols.
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Examining a Scatterplot
Look for an overall pattern and deviations from that pattern Describe the pattern by the form, direction, and strength of the relationship
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Positive association One variable increases so does the other variable. One variable decreases so does the other variable. Similar to positive slope.
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Negative association One variable increases and the other variable decreases, or vice versa. Similar to negative slope.
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Correlation Section 3.2
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Measures the direction and strength of the linear relationship between two quantitative variables
Usually written as r
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Facts About Correlation
Makes no distinction between explanatory and response variables Requires both variables to be quantitative Has no unit of measure…is just a number
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Correlation is always between -1 and 1
Correlation only measures the strength of linear relationships Correlation is not resistant Correlation is not a complete description of two-variable data—always give mean and standard deviation as well
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Practice Problems pg. 122 #3.1-3.4 pg. 135 #3.15-3.23
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