"Mutually Exclusive" and "Independent" Events (...are VERY different things!)
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- Опубликовано: 23 окт 2022
- See all my videos at www.zstatistics.com/
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Christmas came sooner this year! Thank you
Thanks
You always seem to give such clear explanations on statistics topics. Thank you.
As usual: PHENOMENAL! The pedagogy, the examples, and definitely the Voice; everything is just superb.
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♥️
Trust me on this: You are a masterful teacher. Crystal clear concepts.
Outstanding programme. This was very well thought out with great examples. Thx much!!
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!
I'm literally searching for clarity over this... you're great
Good to see you and watch your videos again. Thank you.
Nice job as always, mate. You really have the ability to explain arcane concepts in simple terms.
Understood the difference ..5 years after high school 😶🌫😶🌫
So good!! I encountered a problem that got me confused but your vid helped me a lot!! Thanks for the information!!
the best treatment of this that i have ever seen! thank you.
This is very helpful, thank you.
Amazingly clear. Thanks!
Yay you're back!
Excellent explanation that exposed my wrong assumptions about independent and mutually exclusive events!
Thank you...I understand this now! :)
Such a great explanation ❤
thanks buddy for reinforcing the concept which often create confusion among students
thank youuu 😊
Thanks for the video
Incredible
Thank you 😭😭
Thank you soooo much
Frrrr
you just made my statlife easy.......thankyou..❤ from India.
Nice explanation!
🎉 gréât one
hey, thank you very much for the good explanations and content. Could you make a video about the Monte Carlo simulation?
thanks
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.
i finally know mutually exclusive now :D thx bruv me subed
came in clutch before my asessment
Your teaching style is amazing
From India
Make more stuff
Hurry! You are back.
جزاك الله خيراً وهداك إلى الإسلام
Thanks ❤
We miss the formula linking all the probabilities mentioned 😢
Sir please provide us video content on Jackknife estimator ❤
can you do video about Bayes’ Theorem plz
*intersection breeds independence* 5:55
I clicked on this video bcz this man looked hot but i also learned something lmaoo
hey, what happened to your website?
A question:In independent events, does P(A) need to be equals to P(A U B)??
That would be impossible.
You speak Australian accent?
Beauty with brain 😅
you made my secondary school teachers look lazy and stupid
Thanks