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4. Spending on school renovations and new construction is financed through local bond elections. A bond initiative needs at least 50% approval (yes votes) in order to pass. You are hired by the state of Connecticut to examine the determinants of yes votes on local bond initiatives. To examine that issue, you estimate the following model: %Yes, = B, + B,Income, + B,Coll, + B,Children, + B, Private, + e, where %Yes, is the % of voters in school district įwho vote in favor of a bond issue, Income, is median household income in district i(measured in thousands of dollars), Coll, is the percent of voters with a college degree or higher in district i, Children, is the % of voters with school-age children and Private, is the percent of voters with children enrolled in private school. Means of the variables and regression results (with standard errors in parentheses) are presented below. Summary Statistics Variable Mean 50.2% %Yes Income (in thousands of 40.0 dollars) Cll Children 30% 40% Private 10% Results + 0.5 + 0.5 Coll, +0.1 10 - 0.8 %Yes, Income, Children, Private, (2.0) (0.1) (0.2) (0.2) (0.3) Obs = 400 Explained S.S. = 400 Unexplained S.S = 100

4. Spending on school renovations and new construction is financed through local bond elections. A bond initiative needs at least 50% approval (yes votes) in order to pass. You are hired by the state of Connecticut to examine the determinants of yes votes on local bond initiatives. To examine that issue, you estimate the following model: %Yes, = B, + B,Income, + B,Coll, + B,Children, + B, Private, + e, where %Yes, is the % of voters in school district įwho vote in favor of a bond issue, Income, is median household income in district i(measured in thousands of dollars), Coll, is the percent of voters with a college degree or higher in district i, Children, is the % of voters with school-age children and Private, is the percent of voters with children enrolled in private school. Means of the variables and regression results (with standard errors in parentheses) are presented below. Summary Statistics Variable Mean 50.2% %Yes Income (in thousands of 40.0 dollars) Cll Children 30% 40% Private 10% Results + 0.5 + 0.5 Coll, +0.1 10 - 0.8 %Yes, Income, Children, Private, (2.0) (0.1) (0.2) (0.2) (0.3) Obs = 400 Explained S.S. = 400 Unexplained S.S = 100

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Hi, Based on the attachment:

Do the signs of the estimated coefficients make sense? That is, a priori would you have expected the estimated coefficients to have the signs that they do?  Why or why not? 

4. Spending on school renovations and new construction is financed through local bond elections. A bond initiative needs at least 50% approval (yes votes) in order to pass. You are hired by the state of Connecticut to examine the determinants of yes votes on local bond initiatives. To examine that issue, you estimate the following model: %Yes, = B, + B,Income, + B,Coll, + B,Children, + B, Private, + e, where %Yes, is the % of voters in school district įwho vote in favor of a bond issue, Income, is median household income in district i(measured in thousands of dollars), Coll, is the percent of voters with a college degree or higher in district i, Children, is the % of voters with school-age children and Private, is the percent of voters with children enrolled in private school. Means of the variables and regression results (with standard errors in parentheses) are presented below. Summary Statistics Variable Mean 50.2% %Yes Income (in thousands of 40.0 dollars) Cll Children 30% 40% Private 10% Results + 0.5 + 0.5 Coll, +0.1 10 - 0.8 %Yes, Income, Children, Private, (2.0) (0.1) (0.2) (0.2) (0.3) Obs = 400 Explained S.S. = 400 Unexplained S.S = 100
Transcribed Image Text:4. Spending on school renovations and new construction is financed through local bond elections. A bond initiative needs at least 50% approval (yes votes) in order to pass. You are hired by the state of Connecticut to examine the determinants of yes votes on local bond initiatives. To examine that issue, you estimate the following model: %Yes, = B, + B,Income, + B,Coll, + B,Children, + B, Private, + e, where %Yes, is the % of voters in school district įwho vote in favor of a bond issue, Income, is median household income in district i(measured in thousands of dollars), Coll, is the percent of voters with a college degree or higher in district i, Children, is the % of voters with school-age children and Private, is the percent of voters with children enrolled in private school. Means of the variables and regression results (with standard errors in parentheses) are presented below. Summary Statistics Variable Mean 50.2% %Yes Income (in thousands of 40.0 dollars) Cll Children 30% 40% Private 10% Results + 0.5 + 0.5 Coll, +0.1 10 - 0.8 %Yes, Income, Children, Private, (2.0) (0.1) (0.2) (0.2) (0.3) Obs = 400 Explained S.S. = 400 Unexplained S.S = 100
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