The fitted intercept in a regression has little meaning if no data values near X = 0 have been observed.
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Q1: If R2 = .36 in the model
Q2: The least squares regression line is obtained
Q3: A common source of spurious correlation between
Q4: In a simple regression, if the coefficient
Q5: Pearson's correlation coefficient (r) requires that both
Q7: The least squares regression line gives unbiased
Q8: If SSR is 1800 and SSE is
Q9: A sample correlation r = .40 indicates
Q10: A scatter plot is used to visualize
Q11: In a simple regression, the correlation coefficient
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