What fraction of houses in sample are located in each region

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Reference no: EM132128473

Question: You have been hired by a New York (Long Island) real estate firm to assess the determinants of local house prices. You understand that house prices are determined by the interaction of supply and demand and opt to employ a "hedonic regression" framework. This framework specifies the price of a house to be a linear function of the various attributes of the house. Although the house is sold as a bundled commodity, you could estimate the contribution of various attributes in the determination of the final price. To assist this research, you conduct a survey of housing prices for five geographical locations in Nassau county. There are a total of 362 observations on 20 variables. Each variable contains data labels so you can understand how each one is coded. The original data may be found in the attached file below. BASIC BUSINESS STATISTICS, 5/E by Berenson/Levin el Reprinted by permission of Pearson Education, Inc., Upper Saddle River, NI. The first step in using this data is to create dummy variables for certain qualitative variables.

a. What fraction of the houses in the sample are located in each region? What fraction of the houses in the sample are of each style? (Hint: Consider the means of the dummy variables.)

b. Rim a regression of "value" on the other variables (except taxes, which is a function of value), using the dummy variables you created in part (a). As noted above, a regression of this type is called a "hedonic" regression. Which variables are significantly different from zero at the 5% level and which are not? Interpret your output, responding in particular to the following expert advice: "Location is everything!", "Extra baths mean big bucks !", "Forget swimming pools, they don't pay!"

c. Explain how you could use this model to find "bargains" in the housing market.

Information related to above question is enclosed below:

Attachment:- Data.rar

Verified Expert

This task provides the workings of regression model using housing price as dependent variable.The model includes location as a dummy variable along with other parameters like number of baths, presence of swimming pool, garage and car parking.The model also tries to explain the variation of the dependent variable using coefficient of determination.

Reference no: EM132128473

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