Chebyshev's Theorem, Part 1 of 2

[dfjndsk2008]

I love this video! it was explained so well!! please make more videos!!! Thank you for your help, my exam is next month and this really helps!!! THANK YOU THANK YOU THANK YOU

[rahrahritaa]

blahhhh. i hate statistics.

just make it all up!!

but thank you. test in 2 days!

[Ysef]

where did you get 6 miles from?

[dokmalito]

mill gracias, este video me salvo de no saber nada al momento de dar mi clasee en media hora mas, jajaa

[mt1zapper]

THANK YOU!

[JBooger537]

I have a test this coming week..thanks for helping out, sir. :)

[missykissed1]

Thank you so much, I was so lost!

[DyrtyGyrl]

Thank you Prof. Murdick of University of Alabama. Online schooling makes it hard to find tutoring help. People like you make it possible for me to get the help I need.

[punkvijay224]

sir you did it for me in less than 3 minutes what my professor couldn't do for a whole semester...Thank you very much sir...

[CrioXis]

Wow,, thanks Pf,, i really need to understand this For my test,, that's gonna be tomorrow..

Really,, thanks, thanks,,

i'll w8 for the second part...

[mahlerite]

An equivalent formulation of Chebyshev's inequality states that the probability that X deviates from its mean by k*stdev(X) or more must be less than or equal to 1/k^2. This gives an upper bound of likelihood.

The formulation here states that the probability that X deviates from its mean by strictly less than k*stde v(X) must be greater than or equal to 1 - 1/k^2. This gives a lower bound of likelihood.

It's helpful to know both interpretations.

Props on the video, though, Lutemann.

[cusanusnicolas]

Good job, fundamental to comprehension of standard deviation significance. You might like my Randomized Block Theorem, a good bit of work. Google "randomized block 1AUF.html" and you should be able to find it. An improvement over common usage.

[delayedmuffin]

Why is it at least, and not at most?

[sen711]

This was a fantastic explanation!! I couldn't understand the instructions in my textbook, but this was perfectly clear. Thank-you.

[bientout]

This is Great. I hope this ressource will be avaible for a while because I'm gonna watch the videos often when i dont get it in class ;)

[Ragazal]

what do i have to do if the problem ask me for the weeks instead of the %

knowing the standar dev. , miu , sigma, and the %

[Lutemann]

That's coming soon.

[ginoboli20]

Wow.. Thank you Pf. Murdick from the University of South Alabama... god bless

[Lutemann]

There will be a second Cheby video up soon.

[pollardrho06]

Nice

[DavidAKZ]

Thanks !