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Using GSS2006 Data, We Get the Following Regression Equation  Dependent Variable: Hours Respondent Has to Relax Per Day \text { Dependent Variable: Hours Respondent Has to Relax Per Day }

Question 31

Essay

Using GSS2006 data, we get the following regression equation:
 Dependent Variable: Hours Respondent Has to Relax Per Day \text { Dependent Variable: Hours Respondent Has to Relax Per Day }
 Independent Variable  Unstandardized Slope  # of children aged less than 6.71 # of children aged 6 through 12.41 # of children aged 13 through 17.40 Constant 3.73 R-Squared .04\begin{array}{ll}\text { Independent Variable } & \text { Unstandardized Slope } \\\text { \# of children aged less than } 6 & -.71 \\\text { \# of children aged } 6 \text { through } 12 & -.41 \\\text { \# of children aged } 13 \text { through } 17 & -.40 \\\text { Constant } & 3.73 \\\text { R-Squared } & .04\end{array}


 And here are the standard deviations for the variables: \text { And here are the standard deviations for the variables: }
 Hours to relax 2.54 # of children aged <6.52 # of children aged 6 through 12.60 # of children aged 13 through 17.53\begin{array}{lc}\text { Hours to relax } & 2.54 \\\text { \# of children aged }<6 & .52 \\\text { \# of children aged } 6 \text { through } 12 & .60 \\\text { \# of children aged } 13 \text { through } 17 & .53\end{array} Standardize these slopes and interpret the overall story.

Correct Answer:

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# of children aged <6 (.52/2.54) x -.71 ...

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