From $\mathrm{CH} 2-4$. This is a Scatterplot with a Regression line with $X=$ height of mothers and $Y=$ Height of child. Compare the Critical $r$ value to the correlation coefficient $r$ value (info below the scatterplot), and tell me if there is enough evidence to support the claim of a linear correlation between the two sets of data. (See page 71 of your textbook!) Sample size, n: 40 Degrees of freedom: 38 Correlation Results: Correlation coeff, r: $0.6033907$ Critical r: $\pm 0.3120061$ P-value (two-tailed): $0.00004$ SP.AS. 11921