Could you ask at least 10 universities to compare their online coursewares and your videos? What is the probability of at least 1 will dare to compare :)
Hello! kind help here: In batch of 100 screws, a maximum of 3 can be defective. A random sample of 20 screws are taken. How many defective parts are allowed in this sample considering all scenarios probabilities less than or equal to 90%?
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Thank you so much for these dense clear comprehensive short videos. These are more valuable than an hour long lecture of the same subject
You are most welcome.
True
Very well done here. So much better understanding now. Thank you!
The way he says 'Great! 😎' as soon as I said, out loud, "what the fuck?", was just too hilarious!
this one is kinda hard but thank you!
little question from me, do you use your animation using PowerPoint or pure in a video editor?
Thank you, Mr. Data Science, very cool!
Nice video but please where does the 10 come from?
Same doubt
Including that sleeping student is a proof that these guys can understand student's mentality perfectly 🤣🤣
I can't Express how Savage is 365 Data Science is all these years since 2018 that I am following them.
Good presentation ❤️
Great visuals 💓
A perfect educative video 👍🏻
Absolutely great teaching
Thank you kindly!
Could you ask at least 10 universities to compare their online coursewares and your videos? What is the probability of at least 1 will dare to compare :)
Keep up the great work sir🔥🔥
Clearly explanied 👍👍
What is 10 in GM example please
It's the answer you get when you solve 5 combination 3
Is there an intuitive way to understand the formula?
Hello! kind help here: In batch of 100 screws, a maximum of 3 can be defective. A random sample of 20 screws are taken. How many defective parts are allowed in this sample considering all scenarios probabilities less than or equal to 90%?
Very interesting and informative
very good
tq u for the video
Excellent!
Great edit and very good explation. I m Loving it
Thank you!
Where did the number 10 come from?
It came from Combination formula: 5! / (3! * (5-3)!). ruclips.net/video/p8vIcmr_Pqo/видео.html
thx dude
thanks for the great content
Nice video!
Is the graph that is shown at 2:02 a type of probability mass function?
yes
More useful than my college lecturer lmao
I did not understand how you got the 10 out of the C :(
same but i figured it out using the combination formula. n/y= nCy= n!/(n-y)!y!
if n=5, y=3 u plug in 5!/(5-3)!3! the answer comes out to 10
@@allahsslave9609thanks
Greaaaat !
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Negative Binomial ?
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