Empirical Rule of Standard Deviation in Statistics

[@alexgrant-explainingmaths8077]

You have unlocked the information I sought weeks for !!!! You are one of the greatest who lives in the domain of math and science! Viewers, let’s honor this man!!!

[@MathAndScience]

Many thanks!

[@ConfidenceAmarachi-mq6ss]

I can't believe I struggled with understanding this before coming across you. You are indeed a teacher.

[@MrSpol1]

Nice explanation

[@noblessus]

very well explained, thank you.

[@vladimercondeza]

Nice... You're great.. 🙏🙏

[@JohnEButton]

Best teacher

[@alexgrant-explainingmaths8077]

Real genius!

[@s.h.h6494]

ur a life saver man

[@drumtwo4seven]

Nice 👍

[@chrisssinstockholm]

What if the data is not bell shaped? In reality no data set is exactly symmetrical. Then the standard methods can't be used. Is there a measure for assymetry? Is there a calculation for precision/error based on the assymetry factor? If the data set is almost symmetrical the methods will probably give a result that is "good enough" I have never studied statistics. Maybe you can tell 😂

[@tresajessygeorge210]

I do not like statistics...!!!

[@allenfreeland6494]

I don't either because I am taking Biostatistics