Skewness - Right, Left & Symmetric Distribution - Mean, Median, & Mode With Boxplots - Statistics

[@TheOrganicChemistryTutor]

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[@tvvt005]

4:33 for anyone wondering more about why mean lies to the right in this case,it’s because the mean has a tendency to move towards outliers (ie gets affected easily by extreme values), so as there are many outliers in the right, the mean will try to “run off and join them”

[@hsbsvvdsjjsbbsbd1871]

Can you tell me how is the mean greater than the median then in this case? I'm a bit confused.

[@tvvt005]

@@hsbsvvdsjjsbbsbd1871 this is because as we move towards the right side of the number line the values keep increasing right? ( for eg 20 lies after 19 in the number line ) So as the mean is further right into the number line than the median, it is greater

[@hsbsvvdsjjsbbsbd1871]

@@tvvt005 thank you so much 😀

[@Viz_lifelore]

Hey, you seem to have a good understanding! Can you suggest me some sources?? Can't wrap my head around these and my exams are in a few days

[@tvvt005]

@@Viz_lifelore I'm so sorry but these aren't from any sources,,these are just from what my stats prof teaches us in class,,I don't refer to any other outside sources,just her notes 😭

[@davidgitau8825]

The best explanation ever. Never forget this , "...where is the mean? Because the data is skewed to the right, the mean will be to the right of the median" Science demystified!

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[@ecnalms851]

Thank you so much! I struggled on remembering whether the mean was bigger than the median or vice versa with regards to right/left skewed distributions. You just explained it so simply while books and other articles did not. Thank you.

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This video was so helpful of all the videos. Simple and concise. Thanks so much

[@h.a7688]

not enough thanks can express my gratitude,i was struggling to connect the box whiskers plot to the skewd graph ...thank you very much

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i have the best understanding of the skewness and different types of distribution....

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thank you for this video it really helped me better understand these concepts!!!!!!

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because it is simple, The teachers only make it complicated

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Skewness was this simple? Thanks for dissecting the fear out of me bro

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[@paulmcinerney6179]

what happens when Q3-Q2 > Q2-Q1 but the left whisker is much longer than the right whisker? do these skews balance each other out in someway?

[@Kanzu999]

I'm having the same problem now. Did you ever figure it out?

[@richardlinsley-hood7149]

So how would you analyze a bimodal distribution, such as that which occurs due to sampling a quasi-sinusoidal waveform?

[@oloo9207]

My favorite teacher Many thanks

[@boluwatifeadeyina1846]

Thank you. God bless you sir 🙏🏻😊

[@neelabkhatak3843]

What if the box to the right is longer and the wisker to the left is longer ?

[@Kanzu999]

I'm having this exact issue now. Did you ever figure it out?

[@riyamoktanlama5727]

Thank you so much. I love you so much. Your video really helps me score better

[@haydennguyen4654]

Is it possible to have a box plot that has whiskers that are skewed one way, and the inside boxes are skewed another way?

[@nyanyarzar]

yes the same question with Hayden Nguyen. In Box plotQ3-Q2>Q2-Q1, but to the whisker, the left is longer than the right. How about that one? How can we say?

[@Nominokoni]

What if the data have no mode and has a 0 frequency?? How to determine the skewness and

[@moza9835]

I've watched several videos on this topic and no one seems to explain if the whisker and the box skew in different directions what would that entail? 🥺

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[@prabhakarkaujalgi3549]

Can you make a video on "Kurtosis", "Principle Component Analysis", "Eigen vector" and "Lagrangian equation"?

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Thank you for this insightful talk

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[@abubakarhamad1378]

Do you have a clip that mentions how to work out median (grouped data, discrete and continuous) concisely, as there is no consistency in many resources. Some are adding 1 some not.

[@rezwan-ul-alam9748]

In my boxplot, the box on the right side is smaller than the box on the left. That means : Q3-Q2

[@levyaviv1993]

nice explanation, you should've plot the box graph under the first graph you introduced so we could see how it changes. Meaning if the box is larger or smaller how does that effect the graph? is there any difference in the graph in the two configuration you interduces in the last to examples? etc...

[@Abdourl07]

Please make a video on moments, skewness and kurtosis and the rest 🙏

[@fariefaith1850]

Thaaaaaaaank you so much. You are the best!

[@Wantaleven]

Do the relative positions of the mean and mode apply to the boxplots too?

[@Amjxad]

but what if the whisker on the left and the box on the right are longer?

[@DaudaSofo]

Great explanations

[@Kanzu999]

I've run into one example that I simply just can't figure out, and it seems like it's nowhere to be found. I have a boxplot where the right tail is longer (so it would be skewed to the right), but the median also lies to the right, so Q3 - Q2 < Q2 - Q1 (so it would be skewed to the left). What is the answer here? Does it just mean that you can't conclude whether it's skewed to the right or the left?

[@phence4592]

This actually helped, thanks man

[@datadrivenrishi]

This is absolutely useless but for exam, it's something they ask frequently. Thank you ❤❤

[@RacesnReps]

What test do you use for skewed data? T or Z? Thank you so much!

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Hauts les mains mon cher! Très bien et Merci!

[@jibinjoseph5133]

@6:30, where Q3 - Q2 = Q2 - Q1, the bowley measure of skewness would be 0, indicating no skew. However, you say that the whisker being longer still points to some skewness (which I agree to). Where am I going wrong?

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[@fiatiyaoconfidence3917]

Thanks intensifying my understanding

[@ahmedsarker3555]

0:48 i dont understand which one is M, the mean x value or the right hand side of the graph?

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Excellent

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[@fenonfenon1630]

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[@thutranglevu8023]

what does the example of q2-q1=q3-q2 yet the box is skewed to the left say about the dataset?