True or false: The values computed previously from the sample data for y-intercept (–36.944) and slope (5.066) are the values for α and β, respectively in the theoretical regression model: µY = α + βX.
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B. |
True or false: One of the conditions for inference in regression is that the variability of the y’s about the regression line is constant for all x-values.
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B. |
True or false: In theory, there is a distribution of y values at each x value. And all of these distributions need to have a Normal shape for inference.
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B. |
True or false: For inference in linear regression to be valid, the values of the y’s at one x value must affect the values of the y’s at all other x-values.
A. |
B. |
When is it appropriate to estimate the values of α and β using data in the theoretical µY = α + βX?
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B. |
C. |
What can we expect to see in a scatterplot when the standard deviation of the y’s is not constant for all x values?
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B. |
C. |
What of the following is an indicator of non-Normality?
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B. |
C. |