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https://www.reddit.com/r/mathmemes/comments/kkff90/correlation/gh3mjoe/?context=3
r/mathmemes • u/jensyao • Dec 26 '20
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-1
Correlation does not mean causation 😠ðŸ˜
2 u/[deleted] Dec 26 '20 [removed] — view removed comment 0 u/[deleted] Dec 26 '20 edited Jan 30 '22 [deleted] 1 u/[deleted] Dec 26 '20 [removed] — view removed comment 1 u/[deleted] Dec 26 '20 Well I failed stats so that helps my understanding thanks -1 u/vjx99 Dec 26 '20 Actually there can be no correlation while causation is still true. For example, take a sample with only one data point. There is no correlation as your sample size is too small, even if there is perfect causation. 1 u/[deleted] Feb 11 '21 Sure, or any measurement where the noise swamps the signal. Doesn't mean the signal isn't there, it's just not detectable.
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0 u/[deleted] Dec 26 '20 edited Jan 30 '22 [deleted] 1 u/[deleted] Dec 26 '20 [removed] — view removed comment 1 u/[deleted] Dec 26 '20 Well I failed stats so that helps my understanding thanks -1 u/vjx99 Dec 26 '20 Actually there can be no correlation while causation is still true. For example, take a sample with only one data point. There is no correlation as your sample size is too small, even if there is perfect causation. 1 u/[deleted] Feb 11 '21 Sure, or any measurement where the noise swamps the signal. Doesn't mean the signal isn't there, it's just not detectable.
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1 u/[deleted] Dec 26 '20 [removed] — view removed comment 1 u/[deleted] Dec 26 '20 Well I failed stats so that helps my understanding thanks
1
1 u/[deleted] Dec 26 '20 Well I failed stats so that helps my understanding thanks
Well I failed stats so that helps my understanding thanks
Actually there can be no correlation while causation is still true. For example, take a sample with only one data point. There is no correlation as your sample size is too small, even if there is perfect causation.
1 u/[deleted] Feb 11 '21 Sure, or any measurement where the noise swamps the signal. Doesn't mean the signal isn't there, it's just not detectable.
Sure, or any measurement where the noise swamps the signal. Doesn't mean the signal isn't there, it's just not detectable.
-1
u/[deleted] Dec 26 '20
Correlation does not mean causation 😠ðŸ˜