The questions below are based on a dataset containing the characteristics of 5,407 households. In particular, we will use the following variables: - size: home size, measured in square feet. - hhinc:...


We conduct a simple regression of size on hhinc. The regression output is reported
in Table 1. Interpret the sign and magnitude of the estimated coefficients.



The questions below are based on a dataset containing the characteristics of 5,407<br>households. In particular, we will use the following variables:<br>- size: home size, measured in square feet.<br>- hhinc: annual household net income, measured in euros.<br>- owner. dummy variable equal to 1 if the living space is owned, and 0 if the living<br>space is rented.<br>- hhsize1: dummy variable equal to 1 if the number of household's members is 1 or<br>2, and 0 otherwise.<br>hhsize2: dummy variable equal to 1 if the number of household's members is 3 or<br>4, and 0 otherwise.<br>hhsize3: dummy variable equal to 1 if the number of household's members is 5 or<br>above 5, and 0 otherwise.<br>- edu: education level of household's members.<br>The Appendix contains tables with the critical values of the standard normal distribution and<br>the F distribution.<br>

Extracted text: The questions below are based on a dataset containing the characteristics of 5,407 households. In particular, we will use the following variables: - size: home size, measured in square feet. - hhinc: annual household net income, measured in euros. - owner. dummy variable equal to 1 if the living space is owned, and 0 if the living space is rented. - hhsize1: dummy variable equal to 1 if the number of household's members is 1 or 2, and 0 otherwise. hhsize2: dummy variable equal to 1 if the number of household's members is 3 or 4, and 0 otherwise. hhsize3: dummy variable equal to 1 if the number of household's members is 5 or above 5, and 0 otherwise. - edu: education level of household's members. The Appendix contains tables with the critical values of the standard normal distribution and the F distribution.
Table 1<br>• regress size hhinc<br>Source<br>df<br>MS<br>Number of obs<br>5,407<br>F(1, 5405)<br>1613.34<br>1 263141566<br>Model<br>263141566<br>Prob > F<br>0.0000<br>Residual<br>R-squared<br>Adj R-squared<br>Total<br>1.1447e+09<br>5,406 211749.457<br>Root MSE<br>size<br>Coefficient<br>Std. err.<br>t<br>P>|t|<br>[95% conf. interval]<br>hhinc<br>.0082545<br>.0002055<br>40.17<br>0.000<br>.0078516<br>.0086574<br>-cons<br>800.9835<br>9.404917<br>85.17<br>0.000<br>782.5461<br>819.4209<br>

Extracted text: Table 1 • regress size hhinc Source df MS Number of obs 5,407 F(1, 5405) 1613.34 1 263141566 Model 263141566 Prob > F 0.0000 Residual R-squared Adj R-squared Total 1.1447e+09 5,406 211749.457 Root MSE size Coefficient Std. err. t P>|t| [95% conf. interval] hhinc .0082545 .0002055 40.17 0.000 .0078516 .0086574 -cons 800.9835 9.404917 85.17 0.000 782.5461 819.4209

Jun 11, 2022
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