Added: 3 years ago
From: pfomby
Views: 7,494
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  • Wow, this is the first lesson on confidence intervals that I actually understand completely. Thanks!

  • bravo!!!

  • thanks genius, wh dont u explain somthing useful like how to find a CI for a discrete distribution

  • Comment removed

  • @stephan1848 z-score for 90% is 1.65 and z-score for 95% is 1.96

  • I really like the clear explanation from this professor. Here I'd like to clarify a small typo. At 2:08, the professor showed the formula of calculating standard error(SE)=standard deviation/sqrt(N-1). Actually, the formula for SE should be SE=SD/sqrt(N) and the formula for standard deviation is SD=Sqrt (Sum((Xi - Xmean)^2)/(N-1)). The N-1 denominator is for estimating a sample variance.

  • @keeplearn In fact the correct formula for a NX(0,1) is SE = SDpop/sqrt(N). It is necessary to distinguish between SDsample and n from SDpop and N. Both are frequentist fictions anyway...

  • Thank you very much for the vid, but I see one small typo in your vid. between 2:48-2:50 you just use 101 instead of 100 which is the outcome of n-1 (in the denominator). Again, thanks for the vid.

  • cool

  • This was very helpful! Thank you!

  • This was actually really useful, many thanks - :)

  • Really well explained. Thank you!

    It would be nice if you used a bigger surface for writing on though. It gets a little cluttered.

  • This professor is awesome! She explained the complicated concepts in such a clear matter. I read tons of books and took several classes. But none of them make me fully understand the concepts than she did. THANK YOU SO MUCH!

    If someone has more videos from this professor and is willing to post, that will be very very helpful.

    pfomby, Thank you for sharing these two!

  • Comment removed

  • Thank you, this is only the second of your vids I have watched but I'll be searching the rest. I study externally and I'm half way through this unit and I just you just made more sense of it than half a text book. keep doin what ya doin. Cheers

  • Thank you Thank you Thank you!

  • You certainly explained this in a better way than my professor thank you. :)

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