"Mutually Exclusive" and "Independent" Events (...are VERY different things!)

[@elcapitano1633]

Christmas came sooner this year! Thank you

[@AyeshaNaeem.]

Thanks

[@devonpeters9458]

You always seem to give such clear explanations on statistics topics. Thank you.

[@luisdmoreyra]

So good!! I encountered a problem that got me confused but your vid helped me a lot!! Thanks for the information!!

[@RafsanSiddiqui77]

As usual: PHENOMENAL! The pedagogy, the examples, and definitely the Voice; everything is just superb.

[@harshalkale5999]

Please keep uploading more and more videos justin, i have never enjoyed statistics and probability as much as i enjoy them through your videos, love from India♥️

[@sargata3054]

Handsome and a great teacher. This video was awesome. Thank you!

[@ripcurlvegan]

the best treatment of this that i have ever seen! thank you.

[@kathanvakharia]

Understood the difference ..5 years after high school 😶‍🌫😶‍🌫

[@sdsa007]

this is such an important point.... I was not taught how to access conditional probabilities and its such a basic thing! Understanding conditional probabilities is a prerequisite to understanding Baysian statistics, or at least the Bayes Theorem!

[@yashj8238]

Trust me on this: You are a masterful teacher. Crystal clear concepts.

[@BontleHlongwane]

Thank you soooo much

[@Lifebutdeeply]

Frrrr

[@christopherbarrett9900]

Incredible

[@saradhaif5761]

thank you so much

[@notimepass9456]

I'm literally searching for clarity over this... you're great

[@pipertripp]

Outstanding programme. This was very well thought out with great examples. Thx much!!

[@lorenzoplaserrano8734]

thank youuu 😊

[@BeauGeorge]

Excellent explanation that exposed my wrong assumptions about independent and mutually exclusive events!

[@No_BS_policy]

Nice job as always, mate. You really have the ability to explain arcane concepts in simple terms.

[@theunisjansenvanvuuren342]

Very helpful. Thanks

[@lessthanzero.]

Amazingly clear. Thanks!

[@jamsheela797]

Thank you very much. simple and nice presentation , could you please explain competing event with KM

[@nl7247]

Good to see you and watch your videos again. Thank you.

[@potatoryangaming1985]

Thank you...I understand this now! :)

[@shivamathiya8384]

may be they are dependent in the last mutually exclusive case because if one increases then other one have to decrease as there is condition of no intersection.

[@sleepnow3053]

Thank you 😭😭

[@ShukyPersky]

Thanks for the video

[@user-nb2ed2uu8h]

you just made my statlife easy.......thankyou..❤ from India.

[@weston.weston]

This is very helpful, thank you.

[@sidipyrex7861]

جزاك الله خيراً وهداك إلى الإسلام
Thanks ❤

[@ozkanyildirim8526]

Such a great explanation ❤

[@aniketpatel2571]

thanks buddy for reinforcing the concept which often create confusion among students

[@jadegable1758]

thanks

[@jonahlee8406]

came in clutch before my asessment

[@vcello6450]

Yay you're back!

[@rohanlal3695]

Clear explanation

[@cococnk388]

🎉 gréât one

[@princemwashita2159]

very good video boss (from zimbabwe)

[@shauryakanda8904]

i finally know mutually exclusive now :D thx bruv me subed

[@hansikagautam7905]

Your teaching style is amazing
From India
Make more stuff

[@SB-co6iy]

hey, thank you very much for the good explanations and content. Could you make a video about the Monte Carlo simulation?

[@PhillStone]

Nice explanation!

[@fredidi4918]

We miss the formula linking all the probabilities mentioned 😢

[@nabman5619]

4:10 How did you get 20?

[@AnurupaDasces]

Thank you Sir for this wonderful explanation. But in the second example of students playing Basketball and studying history just by changing the intersection numbers to 4 from 8, the events become dependent. Is it only about the numbers or has it anything to do with the nature of the event as well?

[@ycombinator765]

*intersection breeds independence* 5:55

[@mdashrafulislam4570]

Sir please provide us video content on Jackknife estimator ❤

[@hieuvuong8409]

can you do video about Bayes’ Theorem plz

[@cw9249]

hey, what happened to your website?

[@vishnuvardhangoud809]

Hurry! You are back.

[@ZainabSuliman-s2i]

A question:In independent events, does P(A) need to be equals to P(A U B)??

[@MT_X5]

That would be impossible.

[@WhyYoutubeWhy]

This concept always goes against intuition aaarrrgghhh! Everytime I think an event is dependant, it is independant, and vice-versa. Now I just go against the grain to know lol

[@thunderbolt2576]

I clicked on this video bcz this man looked hot but i also learned something lmaoo

[@ontherock8]

You speak Australian accent?

[@hansikagautam7905]

Beauty with brain 😅

[@mathieusiech6828]

you should sell your courses to universities.

[@patrick07124]

you made my secondary school teachers look lazy and stupid

[@lunomalangabi]

why he kinda...

[@shilakhademi1253]

ur lesson makes it worse

[@UltratrunksVCandFutureagenderi]

Damn

[@baluakula6337]

Thanks