A statistician wonders if dress size can be predicted from a woman's height. In a random sample of 20 female high school students, dress size versus height $(\mathrm{cm})$ gives the following regression results:
Is there statistical evidence of a linear relationship between dress size and height $\left(H_{0}: \beta=0, H_{\mathrm{a}}: \beta \neq 0\right) ?$
(A) No, because $r^{2}$, the coefficient of determination, is too small.
(B) No, because 0.128 is above any reasonable significance level.
(C) Yes, because by any reasonable observation, taller women tend to have larger dress sizes.
(D) Yes, because the computer printout does give a regression equation.
(E) There is sufficient evidence at the $10 \%$ significance level but not at the $5 \%$ level.