The equation of a regression line for data collected in the interval [-2 , 2] is y-hat = 1.3 - 1.4x. A request is made to predict the value of the response when x = 5. Which one of the following choice would be the best reply to this request?
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![\"15x15.gif\"](\"//stat.qualitycampus.com/images/15x15.gif\") |
| ![\"10x10.gif\"](\"//stat.qualitycampus.com/images/10x10.gif\") | A | | Positively state the value is -5.7. | | | B | | Cautiously advise that the value is -5.7 because of stratification. | | | C | | Cautiously advise that the value is -5.7 because of extrapolation. | | | D | | Positively state that the value is -5.7 because the sum of the errors is zero outside the interval [-2, 2]. | |
C Cautiously advise that the value is -5.7 because of extrapolation. as 5 lies outside regression range of [-2,2]
Homework Sourse![The equation of a regression line for data collected in the interval [-2 , 2] is y-hat = 1.3 - 1.4x. A request is made to predict the value of the response when](/WebImages/1/the-equation-of-a-regression-line-for-data-collected-in-the-968143-1761495425-0.webp "The equation of a regression line for data collected in the interval [-2 , 2] is y-hat = 1.3 - 1.4x. A request is made to predict the value of the response when")
