Extreme Curves Stat Problem About Density Bell Curves And Standard Deviation?
Stat problem about density bell curves and standard deviation? - extreme curves
That's the problem:
If I the numbers on the tail of the bell curve, the deviation:
Increase
Zoom out
When the same condition, that the numbers were added to two lines
My impression is that this increase. The reason why I believe it is because the standard deviation is the dissemination of data. Adding more extreme outliers in the data set increased to disseminate.
Thank you in advance.
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2 comments:
Increase
The tail of the final values are farthest from the middle, which is the center of the normal distribution. Adding values to increase at the end of the average difference between the standard deviation is a measure.
Increase
The tail of the final values are farthest from the middle, which is the center of the normal distribution. Adding values to increase at the end of the average difference between the standard deviation is a measure.
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