A research group is studying whether the height of a building affects the ground temperature around the building. To find out they randomly sampled 470 buildings and recorded their height and the temperature around the building. The output from the regression is shown below. Test whether there is evidence of building height affecting the ground temperature. Regression Analysis: Temperature versus Height The regression equation is Temperature = 70.4853 - 0.008541 Height Predictor Coef SE T P Constant 70.4853 25.5382 2.76 0.006 Height -0.008541 0.007076 -1.207 0.228 S = 4.07537 R-Sq = 0.003103% R-Sq(adj) = 0.003103%
A research group is studying whether the height of a building affects the ground temperature around the building. To find out they randomly sampled 470 buildings and recorded their height and the temperature around the building. The output from the regression is shown below. Test whether there is evidence of building height affecting the ground temperature. Regression Analysis: Temperature versus Height The regression equation is Temperature = 70.4853 - 0.008541 Height Predictor Coef SE T P Constant 70.4853 25.5382 2.76 0.006 Height -0.008541 0.007076 -1.207 0.228 S = 4.07537 R-Sq = 0.003103% R-Sq(adj) = 0.003103%
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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A research group is studying whether the height of a building affects the ground temperature around the building. To find out they randomly sampled 470 buildings and recorded their height and the temperature around the building. The output from the regression is shown below. Test whether there is evidence of building height affecting the ground temperature.
Regression Analysis: Temperature versus Height
The regression equation is
Temperature = 70.4853 - 0.008541 Height
| Predictor | Coef | SE | T | P |
| Constant | 70.4853 | 25.5382 | 2.76 | 0.006 |
| Height | -0.008541 | 0.007076 | -1.207 | 0.228 |
S = 4.07537 R-Sq = 0.003103% R-Sq(adj) = 0.003103%
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