Editing Talk:1725: Linear Regression

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:Asuming the top left of the image as 0/0 and measuring in pixels I get f(x)=-0,135x + 124,8 with R²=0,0197, calcuated with LibreOffice. The line in the image has f(x)=-0,094x+125. If I change a single point by one or two the R² value varies from 0,0195 to 0,0199. If I substract 10% of the x value from the y value R² increases to 0,0574. So I think R²=0,06 is a little bit inaccurate, but not completely wrong. --[[Special:Contributions/162.158.83.228|162.158.83.228]] 19:01, 2 September 2016 (UTC)
 
:Asuming the top left of the image as 0/0 and measuring in pixels I get f(x)=-0,135x + 124,8 with R²=0,0197, calcuated with LibreOffice. The line in the image has f(x)=-0,094x+125. If I change a single point by one or two the R² value varies from 0,0195 to 0,0199. If I substract 10% of the x value from the y value R² increases to 0,0574. So I think R²=0,06 is a little bit inaccurate, but not completely wrong. --[[Special:Contributions/162.158.83.228|162.158.83.228]] 19:01, 2 September 2016 (UTC)
 
::I think R^2 = 6% is very inaccurate if the true R^2 = 2%. [[Special:Contributions/108.162.219.56|108.162.219.56]] 00:07, 3 September 2016 (UTC)
 
  
 
Does anybody know of any real-world examples of a similarly low R^2 given in genuine research? It would be worth mentioning their existence if we can find one. [[User:Cosmogoblin|Cosmogoblin]] ([[User talk:Cosmogoblin|talk]]) 18:03, 28 August 2016 (UTC)
 
Does anybody know of any real-world examples of a similarly low R^2 given in genuine research? It would be worth mentioning their existence if we can find one. [[User:Cosmogoblin|Cosmogoblin]] ([[User talk:Cosmogoblin|talk]]) 18:03, 28 August 2016 (UTC)

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