[Solved] different 2 nd year medical students took blood pressure measurements of the same patient and the results are listed below. Refer to data sets 14
Question: 14 different 2 nd year medical students took blood pressure measurements of the same patient and the results are listed below.
Refer to data sets 14 and use the values.
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Find the regression equation that expresses the dependent variable of Flesch Reading Ease score in terms of the independent variable of the words per sentence.
J.K Rowling:SUMMARY OUTPUT Regression Statistics Multiple R 0.001837 R Square 3.37E-06 Adjusted R Square -0.1 Standard Error 4.90988 Observations 12
\[y=80.73392+0.001162x\]
Leo Tolstoy :SUMMARY OUTPUT Regression Statistics Multiple R 0.561955 R Square 0.315794 Adjusted R Square 0.247373 Standard Error 6.817136 Observations 12
\[y=80.03631-0.72199x\] - Find the regression equation that expresses the dependent variable of Flesch Reading Ease score in terms of the independent variable of the characters per word.
J.K Rowling:
| SUMMARY OUTPUT | |
| Regression Statistics | |
| Multiple R | 0.755145 |
| R Square | 0.570243 |
| Adjusted R Square | 0.527268 |
| Standard Error | 3.218718 |
| Observations | 12 |
Leo Tolstoy :
| SUMMARY OUTPUT | |
| Regression Statistics | |
| Multiple R | 0.645708 |
| R Square | 0.416938 |
| Adjusted R Square | 0.358632 |
| Standard Error | 6.293115 |
| Observations | 12 |
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Find the regression equation that expresses the dependent variable of Flesch Reading Ease score in terms of the independent variable of the words per sentence and characters per word.
J.K Rowling:Regression Statistics Multiple R 0.83266291 R Square 0.693327522 Adjusted R Square 0.625178082 Standard Error 2.866076187 Observations 12
\[y=171.92095-0.5468{{x}_{1}}-19.6062955{{x}_{2}}\]
Leo Tolstoy :SUMMARY OUTPUT Regression Statistics Multiple R 0.924985535 R Square 0.855598239 Adjusted R Square 0.823508959 Standard Error 3.301212032 Observations 12
\[y=233.067-0.859974{{x}_{1}}-33.729489{{x}_{2}}\] - For the regression equations found in parts (a), (b), and (c) which is the best equation for predicting the Flesch Ease score? Why?
- Is the best regression equation identified in part (d) a good equation for predicting a Flesch Reading Ease score? Why or Why nor?
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