Uniform Probabilities on a Triangle

MIT 6.041SC Probabilistic Systems Analysis and Applied Probability, Fall 2013
View the complete course: ocw.mit.edu/6-0...
Instructor: Jimmy Li
License: Creative Commons BY-NC-SA
More information at ocw.mit.edu/terms
More courses at ocw.mit.edu

[@jennymandl6910]

Jimmy li is my MANS oh my god why can't he teach me every class jimmy li for prom king 2018

[@derricklee8229]

He's the best TA of this course, at least I think so, explaining things very clear

[@freeeagle6074]

The other three TA's are very good also, just that they have different styles of explaining a concept. The recitations are nice supplements to the lectures.

[@jingyiwang5113]

I am really grateful for his explanation! He explains things really clearly. This video indeed saves me in my statistics class! Thanks!

[@ahmedhassan5249]

This is Awesome well-explained and hits several important conceptual and systematic concepts

[@calliescholer3407]

my prof made this so confusing and you cleared it up so quickly ty ty

[@pavlevod]

You are doing gods work, thanks

[@prashantshah1356]

The best TA for me 😌

[@freeeagle6074]

12:10 Seems that marginal probability p(x|y) is one dimension rather than the original two dimension of triangle. Of course, the horizontal line is still uniform.

[@petchhubb]

Thank you

[@tripindictuloydiouslywildf5360]

I love math, especially when I understand something new. I knew this, though.

[@Stephen-mb2gf]

Why is E(x)=E(y) ?

[@HUEHUEUHEPony]

because same distance in x and y, they are interchangeable

[@sunritroykarmakar4406]

Wow this was tough

[@andreakazyncski4518]

Tough? This is just year 1 statistics subject 😅😅

[@sunritroykarmakar4406]

@@andreakazyncski4518 i agree now lol