Question

C12 Х fx 41.4 A B С D 1 2 3 4 5 6 7 8 9 10 11 12 13 14 distance to the nearest MRT station number of convenience stores house

1. In the Real Estate data example, we predicted Prices using one or more independent variables. If you were conducting Simple Linear Regression, using Distance to the Nearest MRT Station as the independent variable, what would the R squared value be?

2. If the correlation coefficient between House Age and House Price is -0.210567. Without doing a regression analysis, state the R squared value of the simple linear regression between House Age and House Price.

3.

Consider the following multiple regression equation:

Price = 42.977 - 0.253*House Age - 0.005*Distance + 1.297*Number of Convenience Stores

What will be price of the house if the age of the house is 47, the distance from the nearest MRT station is 2000 and the number of convenience stores around the house are 5.

4. In the multiple regression above, there were three independent variables. Based on that, what will be the regression degrees of freedom? Are there any variables in that analysis that are not statistically significant?

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Answer #1

1.

R sqaure = 0.06113

AE AF AG AH AL AJ AK AL AA AB AC AD Distance House Price of unit area 84.87882 37.9 SUMMARY OUTPUT 306.5947 42.2 561.9845 47.2. Rsquare= r^2 = 0.044338

3. The predicted price for given set of values is 26.571

4. The regression degree of freedom is always equal to number of explanatory variables involved in fitting of the equation. Thus for multiple regression above df are 3.

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