a) Display the regression chart. b) Comment on the distance of each data point verses the regression line. c) Does the pattern of points take a cigar-like shape? d) Are the points far from the line? e) Is this regression analysis a good predictor of the effect of population on expenditures? Why or why not? Justify your answer.

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Below is a table depicting the relationship between population and expenditure:

| Population | Expenditure |
|------------|-------------|
| 29         | 127         |
| 435        | 214         |
| 86         | 133         |
| 1090       | 208         |
| 219        | 153         |
| 503        | 184         |
| 47         | 130         |
| 3524       | 217         |
| 185        | 141         |
| 98         | 154         |
| 952        | 194         |
| 89         | 103         |

This table is used in demographic and economic studies to analyze how population sizes correlate with expenditure levels.
Transcribed Image Text:Below is a table depicting the relationship between population and expenditure: | Population | Expenditure | |------------|-------------| | 29 | 127 | | 435 | 214 | | 86 | 133 | | 1090 | 208 | | 219 | 153 | | 503 | 184 | | 47 | 130 | | 3524 | 217 | | 185 | 141 | | 98 | 154 | | 952 | 194 | | 89 | 103 | This table is used in demographic and economic studies to analyze how population sizes correlate with expenditure levels.
**Exercise 4: Linear Regression Analysis**

Run a linear regression (in Excel) with the data in the table shown in #3 above. The independent variable is population, and the dependent variable is expenditure.

a) Display the regression chart.

b) Comment on the distance of each data point versus the regression line.

c) Does the pattern of points take a cigar-like shape?

d) Are the points far from the line?

e) Is this regression analysis a good predictor of the effect of population on expenditures? Why or why not? Justify your answer.
Transcribed Image Text:**Exercise 4: Linear Regression Analysis** Run a linear regression (in Excel) with the data in the table shown in #3 above. The independent variable is population, and the dependent variable is expenditure. a) Display the regression chart. b) Comment on the distance of each data point versus the regression line. c) Does the pattern of points take a cigar-like shape? d) Are the points far from the line? e) Is this regression analysis a good predictor of the effect of population on expenditures? Why or why not? Justify your answer.
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