Box and Whisker Plot for Even Data

Correction. Number 6 will lie in Third Quartile (Q3).
Q2 is from 2 to 4 in this example.
Thanks to Dhia for pointing that out. Highly appreciated
Quartile Interquartile range, semi-quartile range, outliers and data analysis from the box-and-whisker plots.
/ @mathematicstutor
Anil Kumar Classes: [e-mail]
Box and Whisker Plot: • IMPORTANT How to make ...
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[@mohammedsalemalzahrani1515]

Well done. Thank you, @Anil Kumar. Very clear and organized.

[@rameshuniyal5069]

Very nicely explained

[@chanroobi7460]

Thank you!

[@mohammedsalemalzahrani1515]

I would suggest that number (6) should be in the whisker not in the box! do you agree?

[@majestic7768]

Yup, because the Q2 has a range from 2 to 5.5. 6 will be in Q3.

[@anuragyadav3425]

​@@majestic7768 Yes you're right.

[@alexkincaid5750]

thanks bro this helped me a lot

[@dhiaawad6710]

Thank you so much. it was really helpful. but i just have a question about number 6 in the data you said it is in Q2 but in that Q the numbers range from 2 to 4 and #6 is bigger. would it be in Q3. thank you again.

[@MathematicsTutor]

Thanks. You are correct. Number 6 will lie in Third Quartile. Thanks for Feedback.

[@RutzBikazy]

Thank u so much this is still very helpful in 2020🙃

[@kpeace9094]

So you don’t always have to use the number line?

[@lydiamaeser6908]

thank you❤️❤️😍😎😎😎😎😎

[@norazrizalrahimybinnorazma5391]

Sir Anil, I want to ask in case in the box plot, if there is an outlier, the outlier will not be max or min calue right? Depend the value that we get from Q3-1.5(IQR) and Q3+1.5(IQR)

[@rayj.9568]

How does 6 lie in the interquartile range? It does not fall between 2 and 5.5. It is greater than 5.5.

[@luckytime7787]

thx anal Kumar

[@rameshuniyal5069]

Very nicely explained