When preparing to perform inference on the slope of a least squares regression line, which of the following sequences correctly orders the steps to verify conditions? The steps to consider are: (1) Assess the scatterplot for linearity, (2) Confirm that the sample is randomly selected (and less than 10% of the population), (3) Check the residual plot for constant variance, and (4) Evaluate the distribution of the residuals for approximate normality.
Evaluate the distribution of the residuals for approximate normality, Check the residual plot for constant variance, Confirm that the sample is randomly selected, Assess the scatterplot for linearity
Confirm that the sample is randomly selected, Evaluate the distribution of the residuals for approximate normality, Assess the scatterplot for linearity, Check the residual plot for constant variance
Check the residual plot for constant variance, Assess the scatterplot for linearity, Confirm that the sample is randomly selected, Evaluate the distribution of the residuals for approximate normality
Assess the scatterplot for linearity, Confirm that the sample is randomly selected, Check the residual plot for constant variance, Evaluate the distribution of the residuals for approximate normality
Question Leaderboard
Not enough data yet to show leaderboard.
APFIVE