Chebyshev's Theorem (Video #1)

[@rabbie1973]

ok I wish I had watched this before I took my test and totally blew a question on chebyshev's theorem. It's still early on in the class and I know where I'll be coming for the remainder of class!!! Thanks for posting, you made this very easy to understand :)

[@DonnieNaples]

this is necessarily informative

[@Figs-and-olives]

Thanks for uploading it. Although i dont understand the point or logic or even use of this theorem but it's important for my exam, so yeah i came here and you explained it better than my textbook so thanks

[@shivanimall3820]

Thanks it really helped. One small feedback- watch out on your "necessarily".

[@salv9]

I like your teaching style! Very helpful... Better than my professors heavy accent. MIZ

[@alkimmm]

Thanks for explaining the theorem so clearly, it helped me a lot :)

[@douglasespindola5185]

Man, this is far the BEST explanation about this subject. Your channel is GREAT too! I just wonder how you're still not famous, cause surely it isn't for lack of quality in your videos. Congratulations for the nice job! Greetings from Brazil!

[@xXxDigitalBathxXx]

Studying for my first Stat test tomorrow. thank you!

[@joshhudson10]

it still does as 95% > 1 - (1/k^2). Chebyshev's doesn't give an exact number it just stipulates that the proportion is equal or greater than 75%...it could be 76%, 77% or even 93%...all it tells us is that it is equal or greater than 75%. In that sense it's doesn't sound very helpful...but it can be used for ALL distributions, not just the normal distribution

[@DIYScience]

His first name is "Pafnuty" he was my great-great uncle :) so cool thanks for pronouncing "chebyshev" correctly by the way

[@Figs-and-olives]

Why did he do what he did. It's so confusing.

[@mattemath]

It is indeed right-skewed. Just remember to follow the "tail."

[@발챙이-y6z]

Thank you for sharing an amazing video! so helpful and easy to understand :)

[@TheAtrapos]

incredible, im from Argentina, it helped me a lot

[@aboodz]

Thank you for putting a fairly complex theorem into simple words :) this helped me a quite a bi

[@myvidsrdabomb]

How come Chebyshev's Theorem does not correspond with the 68-95-99.7 rule? If the distribution ends up being Normal and we plug in k=2, shouldn't the percentage equal 95% instead of 75%?

[@TheDantsu]

Very clear explanation. Thank you!

[@MultiGracie2010]

I love your voice...!

[@natetehgreatt]

You remind me of Sal from KhanAcademy in all the best ways

[@akbota31]

this is really helpful, thank you so much! :)

[@dianainboulder]

@TheAustinConlon Well said!

[@turkishlinebacker]

This is so cool

[@Alpakaflakka]

Thank you very much I finally got it!!!1

[@heartsakes359]

THANK YOUUUUU!!!!!

[@michael9233]

Dude, Yes. Thank you

[@mattemath]

Thanks Eva!

[@NCRTXXX]

Nice video

[@ryannn_5281]

My proffessor took a whole class to explain this and it still didn't make sense, this video took 10 minutes and now I fully understand the topic, makes me sad

[@Krixxization]

It's cool, man.

[@MzThorne]

Omg thanks so much!

[@GETURHANDSUP916]

After only 6 minutes of watching the video, this theorem seems to be very simple lol.

[@theunknown002]

i like your handwriting

[@TheKoalaGod]

Thanks bud

[@JammyTom]

Man you necessarily use that word awkwardly

[@bcurr81013]

stats midterm in t-10 hours thanks!

[@ok-uu2zf]

bruh can you help me

[@Krixxization]

Nah, it's actually right skewed.